L * w
Given a list of polynomials F = (F_0,...,F_n) and a differential form w on n+1 variables, the pull-back F*w is defined as the composition w(F).
In this example we compute the pull-back of the 1-differential form w with respect to the mapping F = (F_0,F_1,F_2).
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The source of this document is in DiffAlg.m2:1024:0.