Neda Bagherifard

activity

20182024

collaborators

4 papers

math.GT2024

An Excision Theorem in Heegaard Floer Theory

Neda Bagherifard

Let $Y_{1}$ be a closed, oriented 3-manifold and $Σ$ denote a non-separating closed, orientable surface in $Y_{1}$ which consists of two connected components of the same genus. By cutt…

math.GT2022

Simple balanced three-manifolds, Heegaard Floer homology and the Andrews-Curtis conjecture

Neda Bagherifard, Eaman Eftekhary

The first author introduced a notion of equivalence on a family of $3$ -manifolds with boundary, called (simple) balanced $3$ -manifolds in an earlier paper and discussed the analogy…

math.GT2021

Three-manifolds with boundary and the Andrews-Curtis transformations

Neda Bagherifard

We investigate an extended version of the stable Andrews-Curtis transformations, referred to as EAC transformations, and compare it with a notion of equivalence in a family of $3$ -…

math.GT2018

Heegaard Floer Homology and Balanced Presentations of Groups

Neda Bagherifard, Nasser Boroojerdian

Let $G$ be a group with a finite balanced presentation $P$ . We associate a Heegaard Floer homology group $H F_{P} (G)$ with the pair $(G, P)$ based on some extra choices and t…