A Prediction Model is a machine learning or statistical model that makes predictions based on input data. By learning from historical or training data, the model identifies patterns and relationships between input features (variables) and the target outcome, which it then uses to predict future outcomes.
- π Input Features (X): The variables or attributes used as input to the model (e.g., age, income, product characteristics).
- π― Output (Y): The target variable or outcome the model is predicting (e.g., sales volume, customer churn, sentiment).
- π Training Data: Historical data used to train the model, allowing it to learn patterns for making predictions.
- βοΈ Algorithm: The method used for learning from the data. Common algorithms include:
- Linear Regression β‘οΈ
lm()
- Decision Trees β‘οΈ
rpart()
- Random Forest β‘οΈ
randomForest()
- Neural Networks β‘οΈ
nnet()
- Linear Regression β‘οΈ
- π Evaluation: Metrics to evaluate model performance, such as accuracy, precision, recall, RMSE (Root Mean Squared Error).
- π Sales Forecasting: Predict future sales based on historical data.
- π Customer Churn Prediction: Identify which customers are likely to leave a service.
- πΉ Financial Modeling: Forecast stock prices or predict loan defaults.
- π₯ Health: Predict disease progression or patient outcomes.
- π¬ Sentiment Analysis: Classify text as positive, negative, or neutral based on social media posts or reviews.
A Linear Regression model could predict a person's weight based on their height:
- Input Feature: Height
- Output: Weight
- The model is trained on historical data of heights and corresponding weights. After training, it can predict the weight of a new person based on their height.
prediction-model/
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βββ data/
β βββ dataset.csv # Dataset used for training and prediction
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βββ scripts/
β βββ prediction_model.R # Main R script to build and evaluate the model
β βββ data_preprocessing.R # Script for data cleaning and preprocessing
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βββ README.md # This file
βββ LICENSE # License file for repository (optional)