1% quasimorphisms and group cohomology
What's new 2018-08-02
Summary:
Let , be additive groups (i.e., groups with an abelian addition group law). A map is a homomorphism if one has for all . A map is an affine homomorphism if one has for all additive quadruples in , by which we mean that and . The two notions are closely related; it is easy […]