45 citations · 141 across the 11 of their papers we have counts for
15 papers
Forms, half-densities, and the quantum odd symplectic category in the BV formalism
Pavol Ševera
This note is a detailed review of the geometry behind the Batalin-Vilkovisky formalism and how it fits into the framework of the quantum odd symplectic category and the odd quantiz…
The kernel of formal polylogarithms
Anton Alekseev, Megan Howarth, Florian Naef +2
Polylogarithmic functions (polylogs) in variables can be viewed as elements of , the dual of the universal enveloping algebra of the Lie algebra $\mathfr…
The geometry of the maximum likelihood of Cauchy-like distributions
Pavol Ševera
A simple way of obtaining robust estimates of the "center" (or the "location") and of the "scatter" of a dataset is to use the maximum likelihood estimate with a class of heavy-tai…
On integrability of 2-dimensional -models of Poisson-Lie type
Pavol Ševera
We describe a simple procedure for constructing a Lax pair for suitable 2-dimensional -models appearing in Poisson-Lie T-duality
Letters to Alan Weinstein about Courant algebroids
Pavol Ševera
These letters, written in 1998-2000, contain various basic results about Courant algebroids (CAs), such as classification of exact and transitive CAs, reduction of CAs, description…
Lie groups in quasi-Poisson geometry and braided Hopf algebras
Pavol Ševera, Fridrich Valach
We extend the notion of Poisson-Lie groups and Lie bialgebras from Poisson to g-quasi-Poisson geometry and provide a quantization to braided Hopf algebras in the corresponding Drin…