The Analyst Handbook serves as a guide for analysts to perform exploratory data analysis and extract actionable insights using simple models within the xVector Platform. It also provides insights into orchestration and observability within data workflows. The handbook uses four business cases, tied to key modeling approaches (Regression, Classification, Clustering, and Time Series), to contextualize these concepts, with a focus on Marketing Analytics applications.
The handbook also provides information on evaluating metrics and model comparison. In addition, it includes a section on key components of data exploration and data snooping.
The business cases are taken from kaggle. In each of the scenarios, we will explore tools and techniques used to analyze data and gain business insights using the xVector Platform.
In-depth exploration of models or the creation of custom models will be addressed in the Data Scientist Handbook. Likewise, advanced enrichment functions and intricate data pipeline management will be covered in the Data Engineer Handbook.
xVector is a comprehensive platform for building data applications using a MetaGraph intelligence engine. It can not only help with exploring and analyzing data but also provide an end-to-end solution from connecting to data sources all the way to collaborating and analyzing data in a single pane. Here are more details describing the platform.
Our approach to solving business problems involves a structured workflow: first, connect to the data source and ingest the data into the platform. Next, explore the data and perform enrichment or cleaning as needed to ensure its quality and relevance. After preparing the data, it is passed through an appropriate model for detailed analysis. Once the pipeline is established, xVector enables observability through features like alerts for thresholds, anomaly detection, and drift monitoring. Additionally, xVector supports the ability to act on the gained insights via a write-back mechanism, allowing the enriched or updated data to be saved to a destination, such as an S3 bucket, as a new file for downstream use.
Consider a business that would like to optimize marketing spend across different advertising channels to maximize sales revenue. This involves determining the effectiveness of TV, social media, radio, and influencer promotions in driving sales and understanding how to allocate budgets for the best return on investment (ROI).
The company has historical data available on the marketing campaigns, including budgets spent on TV, social media, radio, and influencer collaborations, alongside the corresponding sales figures. However, the question remains: how can the company predict sales more accurately, identify which channels provide the best ROI, and determine the expected sales impact per $1,000 spent?
This journey begins by exploring the data, which includes sales figures and promotional budgets across different channels. However, raw data is rarely in a usable form right from the start. To start off, we first address potential biases, handle missing values, and identify outliers that could distort the results, all while ensuring compliance with ethical standards for data use. With a clean and well-prepared dataset, the next step is to dive deeper into the data to extract meaningful insights.
To make informed decisions on marketing spend, businesses need to understand how each advertising channel influences sales. However, the relationship between marketing spend and sales is complex, with many factors at play. A natural approach for this type of analysis is to use a regression model. The choice of a regression model stems from its ability to predict continuous outcomes (in this case, sales) based on various input factors (such as TV, social media, radio, and influencer spend). By fitting a linear regression model to the data, we can estimate how changes in the marketing budget for each channel influence sales. This helps identify which channels yield the highest sales per dollar spent and provides a framework for making more informed budget allocation decisions. For instance, the model might show that spending on TV ads yields the highest return on investment, while spending on social media or radio could be less effective, guiding future budget allocations.
As the analysis progresses, the focus shifts from just identifying effective channels to ensuring the accuracy and reliability of the predictions. To achieve this, the model's performance is validated using key metrics like R² and Mean Squared Error. The R² score, in particular, indicates how well the model explains the variance in sales based on marketing spend, with a higher score suggesting that the model can predict sales more accurately. On the other hand, the Mean Squared Error (MSE) measures the average squared difference between predicted and actual sales, helping to assess the quality of the predictions—lower MSE values indicate a better fit of the model to the data.
By evaluating these metrics, businesses gain confidence in the model's ability to make reliable predictions. This validation process not only ensures that the insights are actionable but also provides a solid foundation for making informed budget adjustments. With these insights, companies can fine-tune their marketing strategies, reallocating budgets to the highest-performing channels and identifying areas where additional investment may not yield optimal results. This continuous feedback loop of analysis and adjustment is crucial for maintaining an ongoing, data-driven approach to marketing optimization, leading to more efficient spending and better long-term results.
Now, let us look at how all this can be achieved in the xVector Platform.
Marketing Campaign and Sales Data Source from kaggle is here.
The first step to gaining insights into data is to bring the data from one or more data sources into the xVector Platform so you can enrich and analyze it. xVector has a rich catalogue of connectors, including the ability to develop custom connectors if required, which can be leveraged to connect to data sources to bring the data in. The following steps give you the ability to start this process in the xVector Platform:
Once the data is imported, a copy of the dataset is created for enrichment purposes. xVector provides the capability to keep these datasets synchronized with the original data sources, ensuring consistency. Raw data is rarely in a usable form right from the start. It is important to understand the data generation process; identify potential biases or gaps in the data, preventing misinterpretation; identify preprocessing needs, such as handling missing values or outliers; and ensure compliance with data privacy and ethical standards, especially with sensitive information. xVector provides out-of-the-box tools to profile data and create reports, including GenAI-powered options, to explore and understand the data quickly and effectively. For deeper analysis, users can generate quick reports to explore further and uncover insights as needed.
In the current data set, as an example, we notice that there are very few missing values. Social media column has only six missing values out of around 4570 records. These records can either be removed or populated with average values or values provided by the business user from another system etc.. In the dataset, Influencer is a categorical value and there are 4 unique values for this column. These unique categorical values may need to be encoded to integers when implementing the model.
Data Enrichment also involves integrating additional information or transforming existing data to enhance its value and analytical potential. Here’s an example of how this dataset can be enriched:
These are advanced enrichment functions that can be handled by Data Engineers as described in the Data Engineer Handbook (coming soon).
The platform offers intuitive tools for enriching the data, like the ability to join datasets to understand relationships (part of the Data Engineer Handbook), handle missing values, identify outliers that could distort the results, etc. The following steps help you navigate the xVector Platform to enrich and explore data:
To view the data profile page, click on the ellipses -> ”View Profile” on the copied dataset (tile with green spot below). Users can identify outliers, anomalies, correlations, and several other insights in this step.
GenAI: xVector Platform is layered with GenAI at various points. One can get a first draft of reports by clicking on the ellipses on the dataset (tile with green icon) and then on “Generate Exploratory Report” or “Generate Report’ as shown below:
In the current case, the business would like to optimize marketing spend across different advertising channels to maximize sales revenue. Some of the questions the business would like answered are:
A natural approach for this type of analysis is to use a regression model. The choice of a regression model stems from its ability to predict continuous outcomes (in this case, sales) based on various input factors (such as TV, social media, radio, and influencer spend).
To analyze the data and make predictions, we can build an xVector Data App with a linear regression model. Here are the steps to build the app
Having implemented the Data App using the Linear Regression model, let us now derive insights for some of the questions the business wants answered.
Which advertising channel provides the best ROI?
This can also be inferred from the correlation matrix in the profile page of the dataset. In this case TV has the maximum correlation which is 0.99
How accurately can we predict sales from advertising spend?
What's the expected sales impact per $1000 spent on each channel?
Negative Coefficients
Possible Explanations for Negative Impacts
Positive vs. Negative Coefficients
Parameters are the configuration settings or external controls of a machine learning model that are set before training and cannot be learned directly from the data. They govern how the model learns, operates, and performs, influencing the training process and the resulting model's performance.
Proper parameter tuning can mean the difference between a mediocre and a high-performing model. It ensures the model generalizes well to unseen data, avoids overfitting or underfitting, and delivers actionable insights with precision.
The link here gives the parameters for Linear Regression from scikit-learn.
Below are some commonly used parameters depending on the model used:
Model | Parameter | Description | Usage |
---|---|---|---|
Linear Regression | fit_intercept | Whether to calculate the intercept for the regression model. | Set False if the data is already centered. |
Normalize | Normalizes input features. Deprecated in recent Scikit-learn versions. | Helps with features on different scales. | |
test_size | Size of test data | Helps with splitting train and test data | |
Ridge Regression | alpha | L2 regularization strength. Larger values shrink coefficients more. | Prevents overfitting by reducing model complexity. |
solver | Optimization algorithm: auto, saga, etc. | Impacts convergence speed and stability for large datasets. | |
Lasso Regression | alpha | L1 regularization strength. Controls sparsity of coefficients. | Useful for feature selection. |
max_iter | Maximum iterations for optimization. | Impacts convergence for large or complex datasets. | |
XGBoost (Regression) | eta (learning rate) | Step size for updating predictions. | Lower values make learning slower but more robust. |
max_depth | Maximum depth of trees. | Higher values can capture complex relationships but risk overfitting. | |
colsample_bytree | Fraction of features sampled for each tree. | Introduces randomness, reducing overfitting. |
Evaluating metrics is critical in machine learning and data analysis because they provide a quantitative measure of how well a model performs. They allow us to assess the accuracy, reliability, and effectiveness of a model's predictions and help guide improvements in the model-building process. Without proper metrics, it would be difficult to determine if a model is suitable for solving the business problem at hand.
Regression models predict continuous values, so the metrics focus on measuring the difference between predicted and actual values.
Metric | Description |
---|---|
Mean Absolute Error (MAE) |
Measures the average magnitude of errors without considering their direction. Formula: ![]() A lower MAE indicates better model performance. It’s easy to interpret but doesn’t penalize large errors as much as MSE. |
Mean Squared Error (MSE) |
Computes the average squared difference between actual and predicted values. Formula: ![]() Penalizes larger errors more than MAE, making it sensitive to outliers. |
Root Mean Squared Error (RMSE) |
Square root of MSE; represents errors in the same unit as the target variable. Formula: ![]() Balances interpretability and sensitivity to large errors. |
R² Score (Coefficient of Determination) |
Proportion of variance explained by the model. Formula: ![]() Values range from 0 to 1, where 1 means perfect prediction. Negative values indicate poor performance. |
Adjusted R² |
Adjusts R² for the number of predictors in the model, by penalizing the addition of irrelevant features. Formula: ![]() Useful for comparing models with different number of predictors. |
Mean Absolute Percentage Error (MAPE) |
Measures error as a percentage of actual values, making it scale-independent. Formula: ![]() Useful for scale-independent evaluation but struggles with very small actual values. |
Once we have analyzed the data and gained insights, xVector supports a write-back mechanism, allowing the enriched or updated data to be saved to a destination, such as an S3 bucket, as a new file for downstream use. Here are the steps to implement “Write Back” feature.
After running a Linear Regression model on the Marketing Campaign and Sales dataset, the key output is a set of coefficients that quantify the impact of each advertising channel - TV, social media, radio, and influencer marketing - on sales. These coefficients indicate the expected increase in sales for every $1,000 spent on a given channel, providing actionable insights into the return on investment (ROI) for each type of advertising. Additionally, the model outputs predictions for future sales based on hypothetical or planned ad spend scenarios, allowing businesses to forecast sales outcomes and optimize budget allocation. For example, if the model indicates that TV ads generate the highest ROI, the business can prioritize this channel in its future marketing strategy. The predictions and insights enable marketing teams to focus on high-performing channels, reduce ineffective spend, and better align resources with revenue-driving activities. These outputs can be sent to target systems which can then be operationalized by the Marketing teams.
xVector provides the ability to gain control with built-in observability: monitor everything, customize alerts, and stay on top of your data and models. Observability including alerts, drifts and anomalies are available on xVector. Here are the steps to set them up.
Below is a screenshot of where drifts can be seen when you click on the model tile on the workspace.
Observability in the current Marketing Campaign and Sales dataset focuses on ensuring data quality, model accuracy, and actionable operational insights. Data observability involves monitoring for missing or inconsistent values, such as incomplete spend data or unrealistic sales figures (e.g., zero sales with significant ad spend). It also includes detecting outliers that may distort the model, such as unusually high ad spend on a single channel. Model observability involves tracking the performance of the Linear Regression model using metrics like R² and Mean Squared Error (MSE) to validate how well the model explains sales variability and predicts outcomes. Residual analysis is critical for identifying patterns in prediction errors that could indicate model bias or unmet assumptions. By maintaining robust observability, businesses can ensure accurate forecasts, reliable insights, and continuous improvement in marketing strategies.
Marketing campaigns are resource-intensive, and ensuring their success requires focusing efforts on customers who are most likely to respond. The objective is to maximize Term deposits from customers by optimizing marketing strategies. This can be done by identifying the factors that drive campaign success, understanding the overall campaign performance, and targeting customer segments most likely to respond positively. By doing so, the bank can increase the efficiency of its campaigns, reduce costs, and improve subscription rates for term deposits.
The journey begins by exploring the dataset, which contains customer demographics, past campaign data, and behavioral features such as job, education, and balance. However, raw data often requires preparation. This involves handling missing values and encoding categorical variables (e.g., marital status, education, job), balancing the dataset to address class imbalances (e.g., more "no" responses than "yes"), and analyzing distributions and outliers to ensure the data is clean and reliable.
This step ensures the dataset is ready for predictive modeling and minimizes potential biases.
To predict whether a customer will subscribe to a term deposit, we use the Random Forest classification model. This model is chosen for its ability to handle complex, non-linear relationships between features and the ability to provide feature importance rankings to identify the most influential predictors.
By training the Random Forest model, we can predict customer responses and gain actionable insights. For instance, the model might show that call duration, previous campaign outcome, and account balance are the strongest predictors of subscription likelihood.
By continuously validating and refining the model, the bank ensures its marketing campaigns remain data-driven, efficient, and impactful, leading to improved conversion rates and better resource allocation.
Now, let us understand and explore the dataset.
Bank Marketing Dataset Source from kaggle is here.
** To be done in the Data Scientist Handbook
The first step to gaining insights into data is to bring the data from one or more data sources into the xVector Platform so you can enrich and analyze it. xVector has a rich catalogue of connectors, including the ability to develop custom connectors if required, which can be leveraged to connect to data sources to bring the data in. Following steps give you the ability to start this process in the xVector Platform:
Once the data is imported, a copy of the dataset is created for enrichment purposes. xVector provides the capability to keep these datasets synchronized with the original data sources, ensuring consistency. Raw data is rarely in a usable form right from the start. It is important to understand the data generation process; identify potential biases or gaps in the data, prevent misinterpretation; identify preprocessing needs, such as handling missing values or outliers; and ensure compliance with data privacy and ethical standards, especially with sensitive information. xVector provides out-of-the-box tools to profile data and create reports, including GenAI-powered options, to explore and understand the data quickly and effectively. For deeper analysis, users can generate quick reports to further explore and uncover insights as needed.
The Bank Marketing dataset includes 17 attributes, with features such as customer demographics (e.g., age, job, marital status, education), financial details (e.g., balance, loan, housing), and engagement data (e.g., previous campaign outcomes, duration of calls, and contact methods). The target variable, deposit, indicates whether the customer subscribed (yes or no). The age range for this dataset is between 18 and 95 with about 57% of them being married. This kind of analysis helps with understanding what kind of data we are dealing with.
The dataset can be enriched by including the customer’s lifetime value or total deposits over time. High-value customers may have different behaviors compared to low-value customers when responding to campaigns. These are advanced enrich functions that will be handled in the Data Engineer Handbook.
Data engineers also organize information by domain aligning data sets with business functions such as sales, marketing, or finance. They ensure optimal performance through efficient data modeling, indexing, partitioning, and scalable pipelines. These topics will be covered in the Data Engineering Handbook.
The platform offers intuitive tools for enriching the data, like ability to join datasets to understand relationships (part of Data Engineer Handbook), handle missing values, identify outliers that could distort the results etc.. If a feature has missing values, replacing them with the mean (average), median (middle value), or mode (most frequent value) ensures the dataset remains complete and usable. Imputation helps the model focus on meaningful relationships rather than being skewed by missing or extreme values. Enrichment functions like imputing values and dropping outliers ensure that the data is consistent and reliable, which helps the model generalize well rather than being overly influenced by anomalies or gaps in the data. Data engineering for reporting involves optimizing read/write access via partitioning and query optimization. These topics will be further discussed in the Data Engineer Handbook.
Following steps help you navigate the xVector Platform to enrich and explore data:
In order to view the data profile page, click on the ellipses -> ”View Profile” on the copied dataset (tile with green icon below). Users can identify outliers, anomalies, correlations and several other insights in this step.
Below is a sample screenshot of custom visualization to explore data created by a user.
Extract features for advanced modeling with a rich set of data manipulation functions on both numerical and textual data. Here is the link to see the enrichment function in the xVector Platform.
GenAI: xVector Platform is layered with GenAI at various points. One can get a first draft of reports by clicking on the ellipses on the dataset (tile with green icon) and then on “Generate Exploratory Report” or “Generate Report’ as shown below. Here are sample links to “Generate Report” and “Generate Exploratory Report” on xVector.
In the current case, the bank would like to maximize customers’ Term deposit subscriptions by optimizing their Marketing campaigns for specific customer segments. Some of the questions the business would like answered are:
A natural approach for this type of analysis is to use a classification model. The choice of a classification model stems from its ability to handle complex, non-linear relationships between features and the ability to provide feature importance rankings to identify the most influential predictors.
To answer the above questions, we can build an xVector Data App with a RandomForest classification model. Here are the steps to build the app
Having implemented the Data App using the Random Forest Classification model, let us now derive insights for some of the questions the business wants answered.
Feature importance from the Random Forest model reveals the most influential factors. In this case, the top 3 features are duration, balance, and age.
The proportion of deposit == 'yes' gives the success rate. Here, the overall Campaign Success Rate is 47.38%
Based on the heatmap below, those with management jobs and tertiary education are most likely to respond positively.
** These will be discussed in the Data Scientist Handbook.
Notes:
Parameters are the configuration settings or external controls of a machine learning model that are set before training and cannot be learned directly from the data. They govern how the model learns, operates, and performs, influencing the training process and the resulting model's performance.
Proper parameter tuning can mean the difference between a mediocre and a high-performing model. It ensures the model generalizes well to unseen data, avoids overfitting or underfitting, and delivers actionable insights with precision.
The link here gives the parameters for Random Forest Classification from scikit-learn.
Below are some commonly used parameters depending on the model used:
Model | Parameter | Description | Usage |
---|---|---|---|
Random Forest Classifier | n_estimators | Number of trees in the forest. | Affects accuracy and training speed; larger forests usually perform better. |
max_features | Number of features to consider when splitting. | Reduces overfitting and speeds up training. | |
bootstrap | Whether to sample data with replacement. | Improves diversity among trees. | |
Logistic Regression | penalty | Type of regularization: l1, l2, elasticnet, or none. | Adds constraints to model coefficients to prevent overfitting. |
solver | Optimization algorithm: liblinear, saga, lbfgs, etc. | Determines how the model is optimized, with some solvers supporting specific penalties. | |
C | Inverse of regularization strength. Smaller values increase regularization. | Balances bias and variance. | |
max_iter | Maximum number of iterations for optimization. | Ensures convergence for complex problems. | |
Support Vector Machine (SVM) | C | Regularization parameter. Smaller values create larger margins but may underfit. | Controls the trade-off between misclassification and margin size. |
kernel | Kernel type: linear, rbf, poly, or sigmoid. | Determines how data is transformed into higher dimensions. | |
gamma | Kernel coefficient for non-linear kernels. | Impacts the decision boundary for non-linear kernels like rbf or poly. | |
Decision Tree Classifier | criterion | Function to measure split quality: gini or entropy. | Controls how splits are chosen (impurity vs. information gain). |
max_depth | Maximum depth of the tree. | Prevents overfitting by restricting the complexity of the tree. | |
min_samples_split | Minimum samples required to split a node. | Ensures that nodes are not split with very few samples. | |
min_samples_leaf | Minimum samples required in a leaf node. | Prevents overfitting by ensuring leaves have sufficient data. | |
K-Nearest Neighbors (KNN) | n_neighbors | Number of neighbors to consider for classification. | Affects granularity of classification; smaller values lead to more localized decisions. |
weights | Weighting function: uniform (equal weight) or distance (closer points have higher weight). | Impacts how neighbors influence the prediction. | |
metric | Distance metric: minkowski, euclidean, manhattan, etc. | Defines how distances between data points are calculated. | |
Naive Bayes | var_smoothing | Portion of variance added to stabilize calculations. | Prevents division by zero for features with very low variance. |
XGBoost (Classification) | objective | Specifies the learning task: binary:logistic, multi:softprob, etc. | Matches the classification type (binary or multiclass). |
scale_pos_weight | Balances positive and negative classes for imbalanced datasets. | Essential for tasks like fraud detection where class imbalance is significant. | |
max_depth | Maximum depth of trees. | Higher values increase model complexity but risk overfitting. | |
eta (learning rate) | Step size for updating predictions. | Smaller values lead to slower, more accurate training. | |
gamma | Minimum loss reduction required for further tree splits. | Higher values make the model more conservative. |
Evaluating metrics are critical in machine learning and data analysis because they provide a quantitative measure of how well a model performs. They allow us to assess the accuracy, reliability, and effectiveness of a model's predictions and help guide improvements in the model-building process. Without proper metrics, it would be difficult to determine if a model is suitable for solving the business problem at hand.
Classification models predict discrete labels, so the metrics measure the correctness of those predictions.
Metric | Description |
---|---|
Accuracy |
Ratio of correct predictions to total predictions. Suitable for balanced datasets. Formula: ![]() Works well for balanced datasets but fails for imbalanced ones. |
Precision |
Fraction of relevant instances among retrieved instances or fraction of true positive predictions among all positive predictions. Formula: ![]() High precision minimizes false positives. |
Recall (Sensitivity) |
Fraction of actual positives that were correctly predicted. Formula: ![]() High recall minimizes false negatives. |
F1 Score |
Harmonic mean of precision and recall. Useful for imbalanced datasets. Formula: ![]() Best suited for imbalanced datasets. |
Confusion Matrix | Tabular representation of true positives, true negatives, false positives, and false negatives. Helps visualize classification performance. |
ROC-AUC Score | Measures the trade-off between true positive rate (TPR) and false positive rate (FPR). It evaluates a classifier's ability to distinguish between classes at various thresholds.Higher AUC indicates better performance. |
Log Loss (Cross-Entropy Loss) |
Quantifies the difference between predicted probabilities and actual class labels. Formula: ![]() Lower values indicate better probabilistic predictions. |
Once we have analyzed the data and gained insights, xVector supports a write-back mechanism, allowing the enriched or updated data to be saved to a destination, such as an S3 bucket, as a new file for downstream use. Here are the steps to implement “Write Back” feature.
After running a Random Forest classification model on the Bank Marketing dataset, the output consists of predicted probabilities for whether each customer will subscribe to a term deposit (yes or no). This includes classification results for the current dataset as well as the probability scores indicating the likelihood of subscription for each customer. Additionally, the model generates feature importance rankings, identifying the most influential factors driving customer decisions, such as call duration, previous campaign outcomes, and account balance. These outputs can be sent to marketing campaign systems which can then be used to operationalize insights.
xVector provides the ability to gain control with built-in observability: monitor everything, customize alerts, and stay on top of your data and models. Observability including alerts, drifts and anomalies are available on xVector. Here are the steps to set them up.
Below is a screenshot of where drifts can be seen when you click on the model tile on the workspace.
Observability in the Bank Marketing dataset involves monitoring data quality, model performance, and operational effectiveness. Data observability ensures that inputs like customer demographics, account balances, and contact methods are complete, consistent, and free of anomalies, such as missing or erroneous values. For instance, call durations recorded as zero may require closer inspection to ensure data integrity. Model observability involves tracking the performance of the Random Forest classifier using metrics such as accuracy, precision, recall, and F1-score, along with monitoring class imbalance issues that could affect predictions. It also includes analyzing the stability of feature importance over time and detecting performance drift as customer behaviors evolve. Pipeline observability focuses on ensuring that synchronization processes and model inference run without delays or failures, enabling timely delivery of predictions to campaign teams. By maintaining robust observability, the bank can ensure high data quality, reliable predictions, and improved marketing outcomes.
An online retail store would like to identify and understand customer segments based on purchasing behaviors to improve customer retention and maximize revenue. By distinguishing the most valuable customers, the company can create targeted marketing strategies, enhance loyalty programs, and optimize resource allocation to increase long-term profitability.
The Online Retail Transaction dataset includes transactional details such as invoice numbers, stock codes, product descriptions, quantities, invoice dates, and customer IDs, along with the country of purchase. The primary goal is to use this information to segment customers based on their purchase behavior and determine which segments represent the most valuable customers.
The analysis begins with data exploration and preparation, a critical step for ensuring accuracy and reliability. Since raw data often contains missing or inconsistent values, initial efforts focus on cleaning and enriching the dataset. This includes handling missing customer IDs, removing canceled transactions, identifying and addressing outliers, and ensuring that the data reflects accurate purchase behaviors. These steps are essential for creating a robust foundation for further analysis.
Once the data is cleaned, the focus shifts to determining the optimal number of groups for segmentation. This involves applying clustering algorithms, such as K-Means, and using evaluation techniques like the elbow method to identify the number of clusters that best represent the data. By plotting the within-cluster sum of squares (WCSS) against the number of clusters, the point where the WCSS begins to plateau provides insight into the ideal number of groups. This step ensures that the segmentation is both meaningful and interpretable, helping the business create actionable strategies based on the identified groups.
The final step is to analyze the features that are most important for grouping or segmenting the dataset. Feature importance analysis helps prioritize the variables that have the strongest impact on segmentation. For example, transaction frequency, average spending, or specific product categories purchased may emerge as key drivers of customer behavior. By examining these features, the business can gain deeper insights into what differentiates one customer group from another and tailor their strategies accordingly.
This approach enables the business to make data-driven decisions about customer segmentation without relying solely on predefined frameworks. By addressing outliers, determining the optimal number of groups, and focusing on key features, the business can build robust customer profiles and implement targeted strategies that enhance customer engagement and drive revenue growth. The process also provides a foundation for continuously refining segmentation strategies as new data becomes available.
Let us now explore and analyze the dataset in the xVector Platform.
Online Retail Transaction Data Source from kaggle is here.
Analysis Questions
The first step to gaining insights into data is to bring the data from one or more data sources into the xVector Platform so you can enrich and analyze it. xVector has a rich catalogue of connectors, including the ability to develop custom connectors if required, which can be leveraged to connect to data sources to bring the data in. Following steps give you the ability to start this process in the xVector Platform:
Once the data is imported, a copy of the dataset is created for enrichment purposes. xVector provides the capability to keep these datasets synchronized with the original data sources, ensuring consistency. Raw data is rarely in a usable form right from the start. It is important to understand the data generation process; identify potential biases or gaps in the data, preventing misinterpretation; identify preprocessing needs, such as handling missing values or outliers; and ensure compliance with data privacy and ethical standards, especially with sensitive information. xVector provides out-of-the-box tools to profile data and create reports, including GenAI powered options, to explore and understand the data quickly and effectively. For deeper analysis, users can generate quick reports to further explore and uncover insights as needed.
The Online Retail Transaction dataset contains records of customer purchases, including invoice numbers, stock codes, product descriptions, quantities, invoice dates, customer IDs, and the countries of purchase. It provides valuable insights into customer behavior and purchasing patterns, making it ideal for segmentation and sales analysis. There are several records with negative quantity which are not valid values. The invoices range between December 2010 and December 2011. Around 500K records belong to United Kingdom, this being the country with maximum records.
To enrich this dataset, additional features can be derived or integrated. For example, adding temporal features like the day of the week or whether the transaction occurred during a holiday season can reveal purchasing trends. Including geographic or demographic data, such as regional economic indicators or customer profiles, can help analyze differences in purchasing behaviors across locations or customer types. Behavioral metrics like average purchase frequency or recency can be calculated to better segment customers into meaningful groups. These enrichments not only improve the analytical depth of the dataset but also enhance the effectiveness of clustering models for customer segmentation and business decision-making. These will be handled by Data Engineers using techniques mentioned in the Data Engineer Handbook.
The platform offers intuitive tools for enriching the data, like the ability to join datasets to understand relationships, handle missing values, identify outliers that could distort the results, etc. Advanced enrich functions like joins will be handled by Data Engineers as described in the Data Engineer Handbook. The following steps help you navigate the xVector Platform to enrich and explore data:
Extract features for advanced modeling with a rich set of data manipulation functions on both numerical and textual data. Here is the link to see the enrichment function in the xVector Platform.
GenAI: xVector Platform is layered with GenAI at various points. One can get a first draft of reports by clicking on the ellipses on the dataset (tile with green icon) and then on “Generate Exploratory Report” or “Generate Report’ as shown below. Here are sample links to “Generate Report” and “Generate Exploratory Report” on xVector.
An online retail store would like to identify and understand customer segments based on purchasing behaviors to improve customer retention and maximize revenue. By distinguishing the most valuable customers, the company can create targeted marketing strategies, enhance loyalty programs, and optimize resource allocation to increase long-term profitability. Some of the questions the store would like answered are:
The K-Means clustering model is ideal for the Online Retail Transaction dataset as it effectively segments customers into meaningful groups based on their purchasing behavior, uncovering patterns in the data. It is computationally efficient, scalable, and can handle unlabeled data, making it perfect for identifying customer segments like high-value or frequent buyers. Additionally, it helps detect outliers, determine the optimal number of groups, and prioritize key features for actionable insights.
We can build an xVector Data App with KMeans Clustering model. Here are the steps to build the app
Here is an example of clustering model implemented in xVector. This gives the visibility into the parameters used, metrics and scores for analysis. The dataset used for this implementation is electronics store data.
Using KMeans clustering, we can detect unusual patterns in transaction amounts or quantities that could signal fraud, unusual buying patterns, or even logistical errors. Outliers in the clusters can be flagged for further investigation or action.
In the current dataset, we only see a very sparse set of datapoints that are outliers.
Here are the segmentations as seen in the below screenshot:
How many optimal groups can the data points be categorized into so we can make business decisions around these groups?
In the current scenario, based on the below plot, we can have 3 groups.
What are the main features we should consider for the grouping?
The above plot indicates that stockcode and country should be considered as the main features while grouping to make business decisions.Analyst Handbook - Elbow Method
Parameters are the configuration settings or external controls of a machine learning model that are set before training and cannot be learned directly from the data. They govern how the model learns, operates, and performs, influencing the training process and the resulting model's performance.
Proper parameter tuning can mean the difference between a mediocre and a high-performing model. It ensures the model generalizes well to unseen data, avoids overfitting or under-fitting, and delivers actionable insights with precision.
The link here gives the parameters for KMeans clustering from scikit-learn.
Below are some commonly used parameters depending on the model used:
Model | Parameter | Description | Usage |
---|---|---|---|
K-Means | n_clusters | Number of clusters to form. | Controls the number of groups/clusters in the data. |
init | Initialization method for centroids: k-means++, random. | k-means++ is better for convergence. | |
max_iter | Maximum number of iterations to run the algorithm. | Prevents infinite loops and ensures convergence. | |
tol | Tolerance for convergence. | Stops the algorithm when the centroids' movement is smaller than this value. | |
n_init | Number of times the K-Means algorithm will be run with different centroid seeds. | Ensures better centroids and better performance. | |
DBSCAN | eps | Maximum distance between two points to be considered neighbors. | Determines cluster density. |
min_samples | Minimum number of points required to form a dense region (a cluster). | Larger values lead to fewer but denser clusters. | |
metric | Distance metric used for clustering: euclidean, manhattan, etc. | Affects the way distances are calculated between points. | |
Agglomerative Clustering | n_clusters | Number of clusters to form. | Specifies the number of clusters to form at the end of the clustering process. |
linkage | Determines how to merge clusters: ward, complete, average, or single. | Affects how clusters are combined (Ward minimizes variance). | |
affinity | Metric used to compute distances: euclidean, manhattan, cosine, etc. | Affects the distance measure between data points during clustering. | |
K-Medoids | n_clusters | Number of clusters to form. | Specifies the number of clusters (like K-Means but uses medoids). |
metric | Distance metric for pairwise dissimilarity. | Defines the method for calculating pairwise distances between points. | |
max_iter | Maximum number of iterations to run the algorithm. | Ensures termination after a certain number of iterations. | |
Gaussian Mixture Model | n_components | Number of mixture components (clusters). | Determines the number of Gaussian distributions (clusters). |
covariance_type | Type of covariance matrix: full, tied, diag, or spherical. | Defines how the covariance of the components is calculated. | |
tol | Convergence threshold. | Stops iteration if log-likelihood change is smaller than tol. | |
max_iter | Maximum number of iterations for the EM algorithm. | Ensures the algorithm stops after a fixed number of iterations. |
Evaluating metrics is critical in machine learning and data analysis because they provide a quantitative measure of how well a model performs. They allow us to assess the accuracy, reliability, and effectiveness of a model's predictions and help guide improvements in the model-building process. Without proper metrics, it would be difficult to determine if a model is suitable for solving the business problem at hand.
Clustering models are unsupervised, so metrics evaluate the quality of the clusters formed.
Metric | Description |
---|---|
Silhouette Score | Measures how well clusters are separated and how close points are within a cluster. Ranges from -1 to 1. Higher values indicate well-separated and compact clusters. |
Davies-Bouldin Index | Measures the average similarity ratio of each cluster with the most similar cluster. It measures intra-cluster similarity relative to inter-cluster separation. Lower is better. Evaluates compactness and separation of clusters. |
Calinski-Harabasz Score | Ratio of cluster separation to cluster compactness. Higher values indicate better-defined clusters. |
Adjusted Rand Index (ARI) | Compares the clustering result to a ground truth (if available).Adjusts for chance clustering. |
Mutual Information Score | Measures agreement between predicted clusters and ground truth labels. Higher values indicate better alignment. |
Once we have analyzed the data and gained insights, xVector supports a write-back mechanism, allowing the enriched or updated data to be saved to a destination, such as an S3 bucket, as a new file for downstream use. Here are the steps to implement “Write Back” feature.
After applying a clustering model to the Online Retail dataset, the primary output is a segmentation of customers or transactions into distinct groups based on shared characteristics, such as purchasing behavior based on country, frequency, or monetary value. For example, the model might identify segments like high-value customers, occasional buyers, or dormant customers. Each cluster is accompanied by profiles that describe the key attributes of its members, such as average purchase frequency, total spending, or preferred product categories. These outputs can be operationalized by tailoring marketing strategies for each segment, such as offering exclusive deals to high-value customers or reactivation campaigns for dormant ones. Clusters can also guide inventory management by highlighting products that are popular within specific segments, ensuring stock levels align with customer preferences. By leveraging these insights, businesses can enhance customer satisfaction, improve engagement, and increase revenue through more targeted and effective decision-making. Both enriched data and customer segmentation information can be sent to target systems to operationalize insights. Segmentation can be carried forward through partitioning and visualization with breakdown dimensions. These topics will be handled in the Data Science and Enineer Handbooks.
xVector provides the ability to gain control with built-in observability: monitor everything, customize alerts, and stay on top of your data and models. Observability including alerts, drifts and anomalies are available on xVector. Here are the steps to set them up.
Below is a screenshot of where drifts can be seen when you click on the model tile on the workspace.
Observability in the Online Retail dataset when using clustering focuses on monitoring data quality, model performance, and the interpretability of clusters. Data observability involves identifying and addressing missing values (e.g., incomplete customer information), detecting outliers that could distort clusters (e.g., unusually high purchase amounts), and ensuring data consistency across features like invoice numbers or stock codes. Model observability tracks the stability and quality of clusters using metrics such as the Silhouette Score or Davies-Bouldin Index, ensuring that clusters are distinct and meaningful. It also involves monitoring for cluster drift, where changes in customer behavior over time may alter the characteristics of existing groups. Pipeline observability ensures that the clustering process runs smoothly by monitoring the synchronization of datasets with their sources and alerting for delays or inconsistencies. By maintaining robust observability, businesses can ensure that their clustering models remain accurate, relevant, and actionable in driving customer-centric strategies.
A store would like to analyze and forecast sales trends to improve decision-making for store operations and marketing. Understanding sales dynamics is critical for effective inventory management, planning promotions, and predicting future sales performance. The primary focus of this analysis is to determine whether the data is stationary, identify trends or seasonal patterns, and explore peak sales periods while forecasting future sales.
The journey begins by exploring the dataset, which contains past customer data. However, raw data often requires preparation. This involves handling missing values, analyzing distributions and outliers to ensure the data is clean and reliable.
This step ensures the dataset is ready for predictive modeling and minimizes potential biases.
The analysis begins by examining the stationarity of the data, which is a critical prerequisite for time series modeling. Stationary data has consistent statistical properties over time, such as mean and variance, and is easier to model effectively. Once stationarity is addressed, the focus shifts to identifying trends and seasonal patterns in sales. The dataset is decomposed into its components - trend, seasonality, and residuals - using visualization techniques and statistical methods. This helps uncover long-term growth trends and recurring patterns that are vital for planning. For instance, the analysis may reveal that sales exhibit a steady upward trend over time with seasonal spikes during holidays or weekends. Peak sales periods are identified by observing these seasonal spikes, enabling businesses to align marketing efforts and inventory levels with high-demand periods.
The ARIMA time series model is employed to forecast future sales while accounting for these trends and patterns. ARIMA is chosen for its ability to handle both autoregressive (AR) and moving average (MA) components while incorporating differencing to make the data stationary.
As the model is trained and tested, it provides forecasts for future sales, helping businesses anticipate growth trends and seasonal variations. Key metrics such as Mean Absolute Error (MAE) and Root Mean Squared Error (RMSE) are used to validate the accuracy of the predictions and assess the model's performance. By analyzing the results, businesses can make informed decisions, such as preparing for peak demand periods or adjusting their strategies to capitalize on long-term growth trends.
This approach not only provides insights into the current state of sales but also equips businesses with the tools to predict and plan for the future. By leveraging the ARIMA model and exploring stationarity, trends, and seasonality, the analysis delivers actionable insights that drive better resource allocation, enhance inventory management, and optimize promotional strategies to achieve long-term success.
Let us now explore and analyze the dataset on xVector platform.
Store Sales Time Series Data from Kaggle is here.
*** Note: Reports were created for this.
The first step to gaining insights into data is to bring the data from one or more data sources into the xVector Platform so you can enrich and analyze it. xVector has a rich catalogue of connectors, including the ability to develop custom connectors if required, which can be leveraged to connect to data sources to bring the data in. Following steps give you the ability to start this process in the xVector Platform:
Once the data is imported, a copy of the dataset is created for enrichment purposes. xVector provides the capability to keep these datasets synchronized with the original data sources, ensuring consistency. Raw data is rarely in a usable form right from the start. It is important to understand the data generation process; identify potential biases or gaps in the data, preventing misinterpretation; identify preprocessing needs, such as handling missing values or outliers; and ensure compliance with data privacy and ethical standards, especially with sensitive information. xVector provides out-of-the-box tools to profile data and create reports, including GenAI powered options, to explore and understand the data quickly and effectively. For deeper analysis, users can generate quick reports to further explore and uncover insights as needed.
Store Sales dataset tracks the number of transactions per store on a given day. The current dataset has about 21K records that have about 1000 transactions per day in a given store. There are no missing values in this dataset.
The Store Sales Time Series dataset contains historical sales data for various stores, including details such as store IDs, dates, product categories, promotions, and holiday events. It is designed for time series forecasting and provides insights into trends, seasonality, and factors influencing sales. But these datasets are available as separate csv files. These sources are joined into one big table by the Data Engineers.
To enrich this dataset, additional features can be derived or integrated. For example, adding weather data, such as temperature or rainfall during the sales period, can help explain fluctuations in demand. Temporal features like day of the week, month, or holiday proximity can reveal patterns in sales seasonality. Incorporating economic indicators, such as inflation rates or consumer spending trends, provides additional context for understanding sales drivers. Finally, including promotional details, such as discounts or advertising spend during specific periods, can further refine the analysis. These enrichments enable businesses to uncover deeper insights into sales patterns and improve the accuracy of their forecasting models. Some of these are advanced enrichment functions that will be handled by the Data Engineers described in the Data Engineer Handbook.
Hierarchical time series forecasting involves predicting data across multiple levels of a hierarchy, such as geographic regions, product categories, or time periods, to capture trends and patterns effectively. It ensures consistency between levels by aligning forecasts so that lower-level predictions aggregate correctly to higher levels. For example, in retail, sales can be forecasted at the store level and aggregated to regional or national levels to optimize inventory. This topic will be handled further in the Data Engineer Handbook.
The platform offers intuitive tools for enriching the data, like the ability to join datasets to understand relationships, handle missing values, identify outliers that could distort the results, etc.
The following steps help you navigate the xVector Platform to enrich and explore data:
Extract features for advanced modeling with a rich set of data manipulation functions on both numerical and textual data. Here is the link to see the enrichment function in the xVector platform.
In the current business case, a store would like to analyze and forecast sales trends to improve decision-making for store operations and marketing. Understanding sales dynamics is critical for effective inventory management, planning promotions, and predicting future sales performance. The store would specifically like the following questions answered:
ARIMA is popular for time series modeling because it can handle both stationary and non-stationary data through its three components: Autoregression (using past values), Integration (making data stationary), and Moving Average (accounting for error terms). It effectively captures trends, cycles, and random variations in time series data while providing statistically sound forecasts. Given these, the natural choice of the model is ARIMA here.
We can build an xVector Data App with ARIMA Time Series model. Here are the steps to build the app
Based on the above analysis, the dataset is non-stationary. This implies that the data shows trends, seasonality, or varying variance over time.
Based on the data distribution seen in the visualization of the model, we can infer that there is trend and seasonality:
The autocorrelation function (ACF) and partial autocorrelation function (PACF) plots help in understanding the temporal dependencies in the data.
December of every year has peak sales.
*** These will be discussed in the Data Scientist Handbook.
Parameters are the configuration settings or external controls of a machine learning model that are set before training and cannot be learned directly from the data. They govern how the model learns, operates, and performs, influencing the training process and the resulting model's performance.
Proper parameter tuning can mean the difference between a mediocre and a high-performing model. It ensures the model generalizes well to unseen data, avoids overfitting or underfitting, and delivers actionable insights with precision.
The link here gives the parameters for ARIMA Time Series from sktime.
The platform supports authoring algorithms which will be described further in the Data Scientist Handbook.
Below are some commonly used parameters depending on the model used:
Model | Parameter | Description | Usage |
---|---|---|---|
ARIMA | p | Number of lag observations (autoregressive part). | Captures dependency on past values. |
d | Degree of differencing to make the series stationary. | Removes trends from the data. | |
q | Number of lagged forecast errors (moving average part). | Models dependency on past prediction errors. | |
SARIMA | seasonal_order | Tuple (P, D, Q, m) where m is the season length. | Adds seasonal components to ARIMA. |
trend | Specifies long-term trend behavior: n (none), c (constant), or t (linear). | Helps model global trends in data. | |
weekly_seasonality | Whether to include weekly seasonality (True/False or int for harmonics). | Useful for datasets with strong weekly patterns like retail sales. | |
XGBoost (for Time Series) | max_depth | Maximum depth of trees used for feature-based time series modeling. | Captures complex temporal relationships. |
eta (learning rate) | Step size for updating predictions in gradient boosting. | Lower values improve robustness but require more iterations. | |
colsample_bytree | Fraction of features sampled for each tree. | Reduces overfitting and adds diversity. | |
subsample | Fraction of training instances sampled for each boosting iteration. | Introduces randomness to prevent overfitting. | |
objective | Learning task, e.g., reg:squarederror for regression tasks. | Matches the regression nature of time series forecasting. | |
lambda | L2 regularization term on weights. | Controls overfitting by penalizing large coefficients. | |
alpha | L1 regularization term on weights. | Adds sparsity, which is helpful for feature selection. | |
booster | Type of booster: gbtree, gblinear, or dart. | Tree-based (gbtree) is most common for time series. | |
LSTM | units | Number of neurons in each LSTM layer. | Higher values increase model capacity but risk overfitting. |
input_shape | Shape of input data (timesteps, features). | Specifies the window of historical data and number of features. | |
return_sequences | Whether to return the full sequence (True) or the last output (False). | Use True for stacked LSTMs or sequence outputs. | |
dropout | Fraction of neurons randomly dropped during training (e.g., 0.2). | Prevents overfitting by adding regularization. | |
recurrent_dropout | Fraction of recurrent connections dropped during training. | Adds regularization to the temporal dependencies. | |
optimizer | Algorithm for adjusting weights (e.g., adam, sgd). | Controls how the model learns from errors. | |
loss | Loss function (e.g., mse, mae, huber). | Determines how prediction errors are minimized. | |
batch_size | Number of sequences processed together during training. | Smaller batches generalize better but take longer to train. | |
epochs | Number of complete passes over the training dataset. | Too many epochs may lead to overfitting. | |
timesteps | Number of past observations used to predict future values. | Determines the window of historical data analyzed for prediction. | |
Orbit | response_col | Name of the column containing the target variable (e.g., sales). | Specifies which variable is being forecasted. |
date_col | Name of the column containing dates. | Identifies the time index for forecasting. | |
seasonality | Seasonal periods (e.g., weekly, monthly, yearly). | Models seasonality explicitly, crucial for periodic patterns in time-series data. | |
seasonality_sm_input | Number of Fourier terms used for seasonality approximation. | Controls the smoothness of seasonality; higher values increase granularity. | |
level_sm_input | Smoothing parameter for the level component (between 0 and 1). | Determines how quickly the model adapts to recent changes in level. | |
growth_sm_input | Smoothing parameter for the growth component. | Adjusts the sensitivity of the growth trend over time. | |
estimator | Optimizer used for parameter estimation (stan-map, pyro-svi, etc.). | stan-map for faster optimization, pyro-svi for full Bayesian inference. | |
prediction_percentiles | Percentiles for the uncertainty intervals (default: [5, 95]). | Defines the confidence intervals for forecasts. | |
num_warmup | Number of warmup steps in sampling (used in Bayesian methods). | Higher values improve parameter estimation but increase computation time. | |
num_samples | Number of posterior samples drawn (used in Bayesian methods). | Ensures good posterior estimates; higher values yield more robust uncertainty estimates. | |
regressor_col | Name(s) of columns used as regressors. | Incorporates additional covariates into the model (e.g., holidays, promotions). |
Time series models focus on predicting sequential data, so metrics measure the alignment of predicted values with the observed trend.
Metric | Description |
---|---|
Mean Absolute Error (MAE) |
Ratio of correct predictions to total predictions. Suitable for balanced datasets and evaluates sequential data. Formula: ![]() Works well for balanced datasets but fails for imbalanced ones. |
Mean Squared Error (MSE) |
Computes the average squared difference between actual and predicted values. Formula: ![]() Penalizes larger errors more than MAE, making it sensitive to outliers in time series. |
Root Mean Squared Error (RMSE) |
Square root of MSE; represents errors in the same unit as the target variable. Evaluates prediction accuracy in the original scale of the data. Formula: ![]() Balances interpretability and sensitivity to large errors. |
Mean Absolute Percentage Error (MAPE) |
Measures error as a percentage of actual values, making it scale-independent. Formula: ![]() Useful for scale-independent evaluation but struggles with very small actual values. |
Symmetric Mean Absolute Percentage Error (sMAPE) |
Variant of MAPE, mitigates issues with small denominators. Formula: ![]() |
Dynamic Time Warping (DTW) | Measures similarity between two-time series, even if they are misaligned. |
R² Score |
Evaluates variance explained by the time series model Formula: ![]() |
Once we have analyzed the data and gained insights, xVector supports a write-back mechanism, allowing the enriched or updated data to be saved to a destination, such as an S3 bucket, as a new file for downstream use. Here are the steps to implement “Write Back” feature.
The predicted sales values for future dates, typically on a daily, weekly, or monthly basis are the output of the applied model. This data can be sent to target systems which can be used to operationalize the insights. For instance, higher forecasted sales during the holiday season may prompt increased stock levels or promotions.
xVector provides the ability to gain control with built-in observability: monitor everything, customize alerts, and stay on top of your data and models. Observability including alerts, drifts and anomalies are available on xVector. Here are the steps to set them up.
Below is a screenshot of where drifts can be seen when you click on the model tile on the workspace.
Observability in the Store Sales Time Series dataset ensures the quality, reliability, and efficiency of both data and models to deliver actionable forecasts. It begins with monitoring data quality by detecting missing values, outliers, or data drift that could impact results, ensuring the input data remains consistent and complete. Model observability focuses on tracking forecast accuracy using metrics like MAE, and RMSE while detecting parameter drift or confidence interval mismatches that may signal the need for re-tuning.
These principles are taken from “Learning from data”, a Caltech course by Yaser Abu-Mostafa: https://work.caltech.edu/telecourse
Prefer simpler models that adequately fit the data to reduce overfitting. Occam's Razor suggests that the simplest one that sufficiently explains the phenomenon is usually the best choice when faced with multiple explanations or solutions. Simplicity in this context means the solution with the fewest assumptions or components.
Bias and Variance are fundamental concepts in machine learning that describe errors introduced during the modeling process. Together, they form the bias-variance tradeoff, which helps explain a model's performance on training and testing data.
Bias is the error introduced by approximating a complex real-world problem with a simplified model.
Variance measures the sensitivity of a model to small fluctuations in the training dataset.
Bias-Variance Tradeoff
Interpretation Guidelines during Analysis:
Avoid tailoring models too closely to specific datasets through repeated testing. also known as data dredging or data fishing, refers to the inappropriate use of data to guide analysis, modeling, or hypothesis generation in a way that can lead to biased results. It occurs when the same dataset is used multiple times in different stages of the modeling process, including exploration, training, testing, and validation. This introduces data leakage and contaminates the results, undermining the model's ability to generalize to new data.
Examples of Data Snooping
How to Avoid Data Snooping
Data snooping is a critical pitfall in machine learning, and careful experimental design and data handling is essential to prevent it and ensure reliable, unbiased model performance.
Below are more details around general exploration of data and models.
Let us look at the exploration of data in general. Exploring data (often called Exploratory Data Analysis or EDA) is a critical process of examining and understanding a dataset before diving into formal modeling or drawing conclusions.
Data exploration is crucial because it:
By thoroughly exploring data, data scientists create a solid foundation for more advanced analysis, machine learning modeling, and meaningful insights.
Xvector allows you to experiment, build, deploy, and monitor cutting-edge AI models for all your data science needs. Although we support several models, we will go over building regression, classification, clustering, and time series AI models on the xVector Platform with examples.
The key differences between these models are as follows:
Aspect | Regression | Classification | Clustering | Time Series |
---|---|---|---|---|
Purpose | Predicts continuous numerical values. | Assigns data points to categories (classes). | Groups data points into clusters based on similarity. | Predicts future values or trends based on time-ordered data. |
Output | Continuous values (e.g., house prices). | Categorical labels (e.g., spam or not spam). | Cluster labels (e.g., customer segments). | Numerical or categorical predictions for future time points. |
Type of Learning | Supervised (labeled data). | Supervised (labeled data). | Unsupervised (no labels). | Supervised or unsupervised, depending on context. |
Algorithms | Linear Regression, Gradient Boosting, Neural Networks. | Logistic Regression, Decision Trees, SVM, Neural Networks. | K-Means, DBSCAN, Hierarchical Clustering. | ARIMA, LSTM, SARIMA, Prophet, XGBoost for time series. |
Use Cases | Price prediction, sales forecasting, stock prices. | Fraud detection, image classification, medical diagnosis. | Customer segmentation, anomaly detection. | Forecasting sales, energy consumption, web traffic. |
Data Type | Labeled and numerical. | Labeled and categorical. | Unlabeled; numerical or categorical. | Sequential, time-indexed data. |
Notes: