26 citations · 35 across the 2 of their papers we have counts for
2 papers
math.SG2012★ 26 cited
On the Equivalence Problem for Toric Contact Structures on S^3-bundles over S^2$
Charles P. Boyer, Justin Pati
We study the contact equivalence problem for toric contact structures on -bundles over . That is, given two toric contact structures, one can ask the question: when are t…
math.SG2009★ 9 cited
Contact homology of -bundles over some symplectically reduced orbifolds
Justin Pati
In this paper, we compute contact homology of some quasi-regular contact structures, which admit Hamiltonian actions of Reeb type of Lie groups. We will discuss the toric contact c…