Simplified equivariant bordism criteria using single polynomials of Chern classes or top Stiefel-Whitney class powers are established for manifolds with isolated fixed points, plus partial results on Kosniowski's conjecture.
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Reduced characteristic number criteria for equivariant bordism of $T^k$- and $(\mathbb{Z}_2)^k$-manifolds with isolated fixed points
Simplified equivariant bordism criteria using single polynomials of Chern classes or top Stiefel-Whitney class powers are established for manifolds with isolated fixed points, plus partial results on Kosniowski's conjecture.