Calvin Matondo Bwayi

Former member
Member from October 2010 to December 2010
Research statement
Quantisation of the action-angle variables through the deformed
Klauder-Daubechies phase space coherent state path integral and
constructing solutions to the Schrodinger equation
Research directions:
Theories of the fundamental interactions

Active projects
Nonperturbative quantisation of gauge theories, noncommutative geometry and unification of the fundamental interactions
Jan Govaerts

Development of nonperturbative quantisation techniques of gauge theories (Yang-Mills, topological, gravity) and their application to particle physics and quantum field theory at finite temperature (in particular, within the context of superconductivity).
Exploration of the consequences of noncommutative geometry in the search for the unification of the fundamental interactions (M-theory and superstrings, quantum gravity).

External collaborators: Frederik Scholtz (National Institute for Theoretical Physics, NITheP, South Africa); Hendrik Geyer (Stellenbosch Institute for Advanced Study, STIAS; University of Stellenbosch, South Africa); M. Norbert Hounkonnou (International Chair in Mathematical Physics and Applications, ICMPA-UNESCO Chair, Benin); Calvin Matondo Bwayi (University of Kinshasa, Kinshasa, Democratic Republic of Congo); Habatwa Mweene (University of Zambia, Lusaka, Zambia); John R. Klauder (University of Florida, Gainesville, USA); Peter Jarvis (University of Tasmania, Hobart, Australia).
Publications in IRMP
All my publications on Inspire

Number of publications as IRMP member: 1


CP3-09-36: The Klauder-Daubechies Construction of the Phase Space Path Integral and the Harmonic Oscillator
Jan Govaerts, Calvin Matondo Bwayi and Olivier Mattelaer

[Abstract] [PDF] [Journal] [Dial]
Published in J. Phys. A: Math. Theor. 42 (2009) 445304 (20 pages)
Highlighted on IoP Select:
Refereed paper. August 6.