12 citations · 25 across the 4 of their papers we have counts for
4 papers
The Invariant Charges of the Nambu-Goto String Theory: Quantization of Non-Additive Composition Laws
K. Pohlmeyer, M. Trunk
We examine and implement the concept of non-additive composition laws in the quantum theory of closed bosonic strings moving in (3+1)-dimensional Minkowski space. Such laws supply…
An SL(2,R) Model of Constrained Systems: Algebraic Constraint Quantization
M. Trunk
A reparametrization invariant model, introduced by Montesinos, Rovelli and Thiemann, possessing an SL(2,R) gauge symmetry is treated along the guidelines of an algebraic constraint…
Algebraic Constraint Quantization and the Pseudo-Rigid Body
Michael Trunk
The pseudo--rigid body represents an example of a constrained system with a nonunimodular gauge group. This system is treated along the guidelines of an algebraic constraint quanti…
The five-dimensional Kepler Problem as an SU(2) Gauge System: Algebraic Constraint Quantization
Michael Trunk
Starting from the structural similarity between the quantum theory of gauge systems and that of the Kepler problem, an SU(2) gauge description of the five-dimensional Kepler proble…