activity
19952026
most citedSymplectic resolutions, Lefschetz property and formality

41 citations · 322 across the 101 of their papers we have counts for

collaborators

110 papers

math.AT2026

Realizing additive monoids as mapping degree sets

Cristina Costoya, Vicente Muñoz, Bruno Valverde-Morales +1

We prove that mapping degree sets are stable under multiplication by finite subsets of containing and by sets obtained from additive submonoids of throu…

math.GT2023

Finite sets containing zero are mapping degree sets

Cristina Costoya, Vicente Muñoz, Antonio Viruel

In this paper we solve in the positive the question of whether any finite set of integers, containing the zero, is the mapping degree set between two oriented closed connected mani…

math.DG2022

Nearly parallel -manifolds: formality and associative submanifolds

Marisa Fernández, Anna Fino, Alexei Kovalev +1

We construct new examples of non-formal simply connected compact Sasaki-Einstein 7-manifolds. We determine the minimal model of the total space of any fibre bundle over with…

math.GT2022★ 3 cited

Geometry of -character varieties of torus knots

Ángel González-Prieto, Javier Martínez, Vicente Muñoz

We describe the geometry of the character variety of representations of the knot group into the group , by stratifying the cha…

math.RA2022★ 4 cited

Automorphism groups of Cayley evolution algebras

Cristina Costoya, Vicente Muñoz, Alicia Tocino +1

In this paper we introduce a new species of evolution algebras that we call Cayley evolution algebras. We show that if a field contains sufficiently many elements (for example…

math.SG2022

Asymptotically holomorphic theory for symplectic orbifolds

Fabio Gironella, Vicente Muñoz, Zhengyi Zhou

We extend Donaldson's asymptotically holomorphic techniques to symplectic orbifolds. More precisely, given a symplectic orbifold such that the symplectic form defines an integer co…