Equivariant versions of the Suspension Theorem L 1 ] for algebraic cycles on projective varieties are proved. Let G be a nite group, V a projective G-module, and X P C (V) an invariant subvariety. Consider the algebraic join = V 0 X = X#P C (V 0) of X with the regular representation V 0 = C G of G. The main result asserts that algebraic suspension induces a… (More)
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