Miguel B. Pereira

most citedEquivariant symplectic homology, linearized contact homology and the Lagrangian capacity

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

collaborators

4 papers

math.SG2022

Cube normalized symplectic capacities

Jean Gutt, Miguel Pereira, Vinicius G. B. Ramos

We introduce a new normalization condition for symplectic capacities, which we call cube normalization. This condition is satisfied by the Lagrangian capacity and the cube capacity…

math.SG2022

On the Lagrangian capacity of convex or concave toric domains

Miguel Pereira

We establish computational results concerning the Lagrangian capacity, originally defined by Cieliebak-Mohnke. More precisely, we show that the Lagrangian capacity of a 4-dimension…

math.SG2022★ 4 cited

Equivariant symplectic homology, linearized contact homology and the Lagrangian capacity

Miguel Pereira

We establish computational results concerning the Lagrangian capacity from "Cieliebak and Mohnke - Punctured holomorphic curves and Lagrangian embeddings". More precisely, we show…

math.DG2019

Partial coherent state transforms, $G \times T$ -invariant Kähler structures and geometric quantization of cotangent bundles of compact Lie groups

José M. Mourão, João P. Nunes, Miguel B. Pereira

In this paper, we study the analytic continuation to complex time of the Hamiltonian flow of certain $G \times T$ -invariant functions on the cotangent bundle of a compact connected…

Cube normalized symplectic capacities

On the Lagrangian capacity of convex or concave toric domains

Equivariant symplectic homology, linearized contact homology and the Lagrangian capacity

Partial coherent state transforms, G×T-invariant Kähler structures and geometric quantization of cotangent bundles of compact Lie groups

Partial coherent state transforms, $G \times T$ -invariant Kähler structures and geometric quantization of cotangent bundles of compact Lie groups