## Another word for invariant

Having no change or variation:

changeless, constant, equable, even^{1}, invariable, regular, same, steady, unchanging, uniform, unvarying. See same

Having no change or variation:

changeless, constant, equable, even^{1}, invariable, regular, same, steady, unchanging, uniform, unvarying. See same

- This arose from the study by Felix Klein and Sophus Lie of a new theory of groups of substitutions; it was shown that there exists an
**invariant**theory connected with every group of linear substitutions. - The
**invariant**theory then existing was classified by them as appertaining to " finite continuous groups." - This expression of R shows that, as will afterwards appear, the resultant is a simultaneous
**invariant**of the two forms. - Respectively: then the result arrived at above from the logarithmic expansion may be written (n)a(n x) = (n)x, exhibiting (n) $ as an
**invariant**of the transformation given by the expressions of X1, X2, X3... - F(a ' a ' a, ...a) =r A F(ao, a1, a2,ï¿½ï¿½ï¿½an), 0 1 2 n the function F(ao, al, a2,...an) is then said to be an
**invariant**of the quantic gud linear transformation.

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