5 citations · 5 across the 3 of their papers we have counts for
Showing math.ATShow all
3 papers · 1 filter
math.AT2004
Homotopy decompositions and K-theory of Bott towers
Yusuf Civan, Nigel Ray
We describe Bott towers as sequences of toric manifolds M^k, and identify the omniorientations which correspond to their original construction as toric varieties. We show that the…
math.AT2003★ 5 cited
Some examples in toric geometry
Yusuf Civan
We present two examples in toric geometry concerning the relationship between toric and quasitoric manifolds, and provide the sufficient conditions on the base polytope and charact…
math.AT2003
Bott towers, crosspolytopes and torus actions
Yusuf Civan
We study the geometry of Bott towers in the context of toric geometry, describing their associated fans arising from crosspolytopes. We compute the cohomology ring of each stage of…