• Skip to secondary menu
  • Skip to main content
  • Skip to primary sidebar
  • My Store
  • Glossary
  • Home
  • About Me
  • Contact Me

Statistics By Jim

Making statistics intuitive

  • Graphs
  • Basics
  • Hypothesis Testing
  • Regression
  • ANOVA
  • Probability
  • Time Series
  • Fun
  • Calculators

Forecasting

By Jim Frost

« Back to Glossary Index

What is Forecasting?

Forecasting is a type of predictive modeling that estimates future values or outcomes using historical data. It is widely used across fields such as business, healthcare, finance, and operations to support planning and decision-making. Unlike other types of predictive modeling that focus on classifying or grouping data, forecasting aims to predict how much or how many of something will occur at a future time.

Many forecasting models come from supervised learning, where an algorithm is trained to predict a continuous outcome based on a set of input features. These models can incorporate a wide range of information to generate forecasts such as economic indicators, customer characteristics, environmental variables, or past behaviors. Examples include predicting customer demand, estimating future revenue, or projecting resource needs.

Forecasting Methods

Common forecasting methods include the following types.

Linear regression and related models are often used when the relationship between predictors and outcomes is expected to be linear and interpretable. They’re useful for quick, transparent forecasts and are easy to explain to non-technical audiences. Nonlinear regression models are also available, but they are more complex to specify and interpret, often requiring deeper subject-matter or modeling expertise.

Tree-based models like decision trees, random forests, and gradient boosting machines are powerful for capturing nonlinear relationships and interactions without requiring extensive data preprocessing. They perform well when the dataset includes a mix of numeric and categorical variables.

Neural networks are well-suited for complex forecasting tasks with large datasets and many features, especially when the relationships between inputs and outputs are highly nonlinear or layered.

Time series methods such as ARIMA and exponential smoothing are specifically designed for sequential data are most appropriate when the goal is to model temporal patterns like trends or seasonality directly.

Evaluation

Forecasting models are typically evaluated using performance metrics such as:

  • Mean Absolute Error (MAE).
  • Root Mean Squared Error (RMSE).
  • Mean Absolute Percentage Error (MAPE).

Effective forecasting depends on the quality of the input data, thoughtful feature selection, and validation using held-out or future observations.

Related

Related Articles:
  • Empirical Rule: Definition & Formula
  • Mean Absolute Deviation: Definition, Finding & Formula
  • Expected Value: Definition, Formula & Finding
  • Glossary: Predictive Modeling
  • Five Regression Analysis Tips to Avoid Common Problems
« Back to Glossary Index

Primary Sidebar

Meet Jim

I’ll help you intuitively understand statistics by focusing on concepts and using plain English so you can concentrate on understanding your results.

Read More...

Buy My Introduction to Statistics Book!

Cover of my Introduction to Statistics: An Intuitive Guide ebook.

Buy My Hypothesis Testing Book!

Cover image of my Hypothesis Testing: An Intuitive Guide ebook.

Buy My Regression Book!

Cover for my ebook, Regression Analysis: An Intuitive Guide for Using and Interpreting Linear Models.

Subscribe by Email

Enter your email address to receive notifications of new posts by email.

    I won't send you spam. Unsubscribe at any time.

    Buy My Thinking Analytically Book!

    Cover for my book, Thinking Analytically: An Guide for Making Data-Driven Decisions.

    Top Posts

    • F-table
    • Cronbach’s Alpha: Definition, Calculations & Example
    • Z-table
    • How To Interpret R-squared in Regression Analysis
    • Interpreting Correlation Coefficients
    • Box Plot Explained with Examples
    • How to Interpret P-values and Coefficients in Regression Analysis
    • Multicollinearity in Regression Analysis: Problems, Detection, and Solutions
    • T-Distribution Table of Critical Values
    • Cohens D: Definition, Using & Examples

    Recent Posts

    • Data Collection Methods: Step-By-Step Guide with Examples
    • ANOVA Calculator
    • Positive Predictive Value: Meaning, Formula, and Interpretation
    • Median Absolute Deviation Calculator
    • Median Absolute Deviation: Definition, Finding & Formula
    • Outlier Calculator

    Recent Comments

    • Skata na fas on Comparing Regression Lines with Hypothesis Tests
    • Jim Frost on Comparing Regression Lines with Hypothesis Tests
    • Skata na fas on Comparing Regression Lines with Hypothesis Tests
    • Skata na fas on Comparing Regression Lines with Hypothesis Tests
    • Jim Frost on Pareto Chart: Making, Reading & Examples

    Copyright © 2026 · Jim Frost · Privacy Policy