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invariant function

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invariant function [in′ver·ē·ənt ′fəŋk·shən]
(mathematics)
A function ƒ on a setSis said to be invariant under a transformationTofSinto itself if ƒ(Tx) = ƒ(x) for allxinS.


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Appendixes cover topics that are not standard parts of an average science of engineering undergraduate curriculum: Green's functions, real spherical harmonics, spherical modified Bessel functions, plane groups and invariant functions, and elementary elasticity theory.
First Invariant Function Identification If we assume that the contribution of the second invariant is negligible with respect to the first one on the uniaxial tension stress [[sigma].
Invariant Functions The Schwartz space S(G) of G can be considered as the Schwartz space, S(B) = S([[?
 
 
 
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