LatexNotes

Beta (β) in LaTeX

\beta typesets the lowercase Greek letter beta (β) in maths mode; as with alpha, there is no separate command for an uppercase beta because it looks identical to a Latin B.

LaTeX command

\beta

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Beta shows up constantly across maths, statistics and physics: a regression coefficient (the slope in y = alpha + beta x), the parameters of a Beta distribution in Bayesian statistics, beta particles and beta decay in nuclear physics, and beta as a second angle alongside alpha in geometry and trigonometric identities.

In statistics, beta carries two very different common meanings, watch for both: the slope coefficient in a regression model, and separately the probability of a Type II error, the complement of statistical power (1 minus beta). The two are unrelated beyond sharing a symbol, so state which is meant.

As with alpha, an uppercase beta is just typed as a plain Latin B, there is no \Beta command in LaTeX. If you need beta in bold, for a vector of regression coefficients say, use \boldsymbol{\beta} rather than \mathbf{\beta}.

Other forms

\betalowercase beta

Examples

$\beta$

lowercase beta inline

$y = \alpha + \beta x$

beta as a regression slope

$\beta \sim \text{Beta}(a, b)$

a Beta-distributed parameter

$\cos(\alpha - \beta) = \cos\alpha\cos\beta + \sin\alpha\sin\beta$

beta in an angle-subtraction identity

$1 - \beta$

statistical power, the complement of a Type II error rate

Tips and common mistakes

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FAQ

What is the LaTeX command for beta?

\beta, for example .

How do I write an uppercase beta?

Just type a plain B, capital beta looks identical to the Latin letter B, so LaTeX provides no separate command.

What does beta mean in a regression equation?

It is the coefficient, or slope, multiplying a predictor variable; in y = alpha + beta x, beta is how much y changes per unit increase in x.

What's the difference between beta and the Beta distribution?

\beta, the lowercase Greek letter, is often a parameter or coefficient; the Beta distribution, written as an upright word, is a specific probability distribution on [0,1] with its own two shape parameters, which are themselves often called alpha and beta, which can be confusing since they share the letter's name.

See also