Can I read Quasitoric Manifolds with Invariant Almost Complex Structure on EtoBox?

Quasitoric Manifolds with Invariant Almost Complex Structure by Kustarev, Andrei is a scholarly article available to read on EtoBox.

What is Quasitoric Manifolds with Invariant Almost Complex Structure about?

We prove that any quasitoric manifold $M^{2n}$ admits a $T^n$-invariant almost complex structure if and only if $M$ admits a positive omniorientation. In particular, we show that all obstructions to existence of $T^n$-invariant almost complex structure on $M^{2n}$ arise from cohomology of underlying polytope - and hence are trivial.

Author

Kustarev, Andrei

Published

2009

Language

EN