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Jan Govaerts

Related to Jan Govaerts

Duality between (1+1)-dimensional dilaton-Maxwell gravity and Liouville field theory

Publication

Duality between (1+1)-dimensional dilaton-Maxwell gravity and Liouville field theory

Zonetti Simone; Govaerts Jan. 2012. Duality between (1+1)-dimensional dilaton-Maxwell gravity and Liouville field theory. JOURNAL OF PHYSICS A-MATHEMATICAL...
The 1+1 Dimensional Abelian Higgs Model Revisited: Physical Sector and Solitons

Publication

The 1+1 Dimensional Abelian Higgs Model Revisited: Physical Sector and Solitons

Laure Gouba, Jan Govaerts, M. Norbert Hounkonnou. 2009. The 1+1 Dimensional Abelian Higgs Model Revisited: Physical Sector and Solitons. arXiv: 0812.0732v1...
Thermodynamics of a non-commutative fermion gas

Publication

Thermodynamics of a non-commutative fermion gas

F G Scholtz and J Govaerts. 2008. Thermodynamics of a non-commutative fermion gas. Journal of Physics, A 41, 505003
The 1+1 Dimensional Abelian Higgs Model Revisited: Physical Sector and Solitons

Publication

The 1+1 Dimensional Abelian Higgs Model Revisited: Physical Sector and Solitons

Gouba, Laure, Jan Govaerts and Norbert M. Hounkonnou. 2019. The 1+1 Dimensional Abelian Higgs Model Revisited: Physical Sector and Solitons. Fifth Internat...
The 1+1 Dimensional Abelian Higgs Model Revisited: Non-perturbative Dynamics in the Physical Sector

Publication

The 1+1 Dimensional Abelian Higgs Model Revisited: Non-perturbative Dynamics in the Physical Sector

Gouba, Laure and Jan Govaerts. 2019. The 1+1 Dimensional Abelian Higgs Model Revisited: Non-perturbative Dynamics in the Physical Sector. Fifth Internation...
Classes of f-Deformed Landau Operators: Nonlinear Noncommutative Coordinates from Algebraic Representations

Publication

Classes of f-Deformed Landau Operators: Nonlinear Noncommutative Coordinates from Algebraic Representations

Geloun, J. Ben, Jan Govaerts and Norbert M. Hounkonnou. 2019. Classes of f-Deformed Landau Operators: Nonlinear Noncommutative Coordinates from Algebraic R...
Nonlocal global symmetries of a free scalar field in a bounded spatial domain

Publication

Nonlocal global symmetries of a free scalar field in a bounded spatial domain

Balondo Iyela, D and Jan Govaerts. 2019. Nonlocal global symmetries of a free scalar field in a bounded spatial domain. Journal of Mathematical Physics, 60...
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