David N. Pham

most citedDensities of nested Archimedean copulas

2 citations · 3 across the 3 of their papers we have counts for

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math.DG2024

Samelson complex structures for the tangent Lie group

David N. Pham

It is shown that for any compact Lie group $G$ (odd or even dimensional), the tangent bundle $T G$ admits a left-invariant integrable almost complex structure, where the Lie group s…

math.DG2017★ 1 cited

$g$ -quasi-Frobenius Lie algebras

David N. Pham

A Lie version of Turaev's $G$ -Frobenius algebras from 2-dimensional homotopy quantum field theory is proposed. The foundation for this Lie version is a structure we call…

math.DG2012

Generalized de Sitter Space in $n$ -dimensional Minkowski Space

David N. Pham

In this paper, we generalize the defining equation for de Sitter space by replacing the de Sitter radius with a function $f$ satisfying certain conditions; each resulting hypersurf…

Samelson complex structures for the tangent Lie group

g-quasi-Frobenius Lie algebras

Generalized de Sitter Space in n-dimensional Minkowski Space

$g$ -quasi-Frobenius Lie algebras

Generalized de Sitter Space in $n$ -dimensional Minkowski Space