M. Nakayama

most citedTorus Actions and the Halperin-Carlsson Conjecture

3 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.GT2012★ 3 cited

Torus Actions and the Halperin-Carlsson Conjecture

Y. Kamishima, M. Nakayama

We give an affirmative answer to the Halperin-Carlsson conjecture for the homologically injective torus actions on closed manifolds. This class contains holomorphic torus actions o…

math.AT2011★ 1 cited

On the $S^{1}$ -fibred nil-Bott Tower

Mayumi Nakayama

We shall introduce a notion of $S^{1}$ -fibred nilBott tower. It is an iterated $S^{1}$ -bundles whose top space is called an $S^{1}$ -fibred nilBott manifold and the $S^{1}$ -bundle of each s…

Torus Actions and the Halperin-Carlsson Conjecture

On the S1-fibred nil-Bott Tower

On the $S^{1}$ -fibred nil-Bott Tower