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homogeneous function

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homogeneous function [‚hä·mə′jē·nē·əs ′fəŋk·shən]

(mathematics)

A real function ƒ(x₁,x₂, …,x_n) is homogeneous of degreerif ƒ(ax₁,ax₂, …,ax_n) =a^rƒ(x₁,x₂, …,x_n) for every real numbera.

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homogeneous equation

] and F([omega], [xi]) is a homogeneous function of degree -2, because the elements of the matrices [U.

Transient Green's tensor for a layered solid half-space with ... by Eitzen, Donald G. / Journal of Research of the National Institute of Standards and Technology

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