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Absolute Value in LaTeX

Learn how to typeset absolute value correctly in LaTeX, when to use scalable delimiters, how to distinguish absolute value from norms, and how to write piecewise definitions involving absolute values.

Basic Notation

Use vertical bars around the expression:

  1. Inline absolute value

    Fixed-size bars are fine for short inline expressions.

Scalable Delimiters with \\left and \\right

Use scalable bars for tall content:

Pair \left| with \right| to avoid mismatched sizes.

Absolute Value vs Norm

Absolute value applies to scalars, while norms use double bars for vectors and functions.

  • Scalar absolute value: |z|
  • Vector norm: \| \mathbf{v} \|
  • Function norm: \| f \|_{L^2}

Piecewise Definitions

Equivalent definition for |x| using cases:

This is mathematically equivalent to |x| and useful when you need explicit conditions.

Useful Inequalities

Absolute Value in LaTeX

Learn how to typeset absolute value correctly in LaTeX, when to use scalable delimiters, how to distinguish absolute value from norms, and how to write piecewise definitions involving absolute values.

Basic Notation

Use vertical bars around the expression:

  1. Inline absolute value

    Fixed-size bars are fine for short inline expressions.

Scalable Delimiters with \\left and \\right

Use scalable bars for tall content:

Pair \left| with \right| to avoid mismatched sizes.

Absolute Value vs Norm

Absolute value applies to scalars, while norms use double bars for vectors and functions.

  • Scalar absolute value: |z|
  • Vector norm: \| \mathbf{v} \|
  • Function norm: \| f \|_{L^2}

Piecewise Definitions

Equivalent definition for |x| using cases:

This is mathematically equivalent to |x| and useful when you need explicit conditions.

Useful Inequalities

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