Quasi-hom-Lie Algebras, from Twisted Derivations-like Operators to Deformations and Extensions of Infinite-dimensional and Color Lie-algebras

Daniel Larsson

Quasi-hom-Lie Algebras, from Twisted Derivations-like Operators to Deformations and Extensions of Infinite-dimensional and Color Lie-algebras

Daniel Larsson

Mathematics (Faculty of Engineering)

Research output: Thesis › Licentiate Thesis

Abstract

A

Original language	English
Qualification	Licentiate
Awarding Institution	Mathematics (Faculty of Engineering)
Supervisors/Advisors	Silvestrov, Sergei, Supervisor
Publisher	Centre for Mathematical Sciences, Lund University
Publication status	Published - 2004

Subject classification (UKÄ)

Mathematical Sciences

Cite this

@phdthesis{946b70e0001d4055a4487293da8d5d69,

title = "Quasi-hom-Lie Algebras, from Twisted Derivations-like Operators to Deformations and Extensions of Infinite-dimensional and Color Lie-algebras",

abstract = "A",

author = "Daniel Larsson",

year = "2004",

language = "English",

publisher = "Centre for Mathematical Sciences, Lund University",

type = "Licentiate Thesis",

school = "Mathematics (Faculty of Engineering)",

}

Quasi-hom-Lie Algebras, from Twisted Derivations-like Operators to Deformations and Extensions of Infinite-dimensional and Color Lie-algebras

Abstract

Subject classification (UKÄ)

Fingerprint

Cite this