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Statistics Algorithms

20 statistics algorithms and techniques every data and AI practitioner should know — statistical foundations, probability and relationships, statistical inference, and advanced data analysis and machine learning. Knowing when to use each one, its assumptions and how to read its results matters more than memorising formulas.

20 algorithms•4 categories•Updated November 13, 2026

Statistical Foundations

5 entries

Describe where data is centred and how spread out it is.

Probability & Relationships

5 entries

Quantify uncertainty and how variables move together.

Statistical Inference

5 entries

Draw conclusions about a population from a sample.

Advanced Data Analysis & ML

5 entries

Tests and learning algorithms built on statistical ideas.

Source

1 entry

The post this page is based on.

Related Pages

5 entries

Related research directories on this site.

Frequently Asked Questions

Why learn statistics before machine learning?

Statistics explains how data behaves, how much to trust a result and how to compare models fairly. Concepts such as distributions, variance, hypothesis tests and regression sit underneath most machine learning methods.

What is the difference between mean, median and mode?

The mean is the average, the median is the middle value and the mode is the most frequent value. On skewed data or data with outliers, the median usually describes the typical value better than the mean.

What does a p-value actually mean?

It is the probability of seeing data at least as extreme as yours if the null hypothesis were true. It does not give the probability that the hypothesis is true, and a small p-value does not by itself mean an effect is large or important.

When should I use a t-test, ANOVA or chi-square test?

Use a t-test to compare the means of two groups, ANOVA to compare the means of three or more groups, and a chi-square test to compare counts or test independence between categorical variables. Each has assumptions to check first.

Are decision trees, K-means and PCA really statistics?

They sit between statistics and machine learning. Decision trees and K-means learn patterns from data, and PCA is a statistical technique based on variance and covariance, so all three are commonly taught as part of the statistical toolkit for data work.