I shall recall a number of solutions to the Schwinger model in different gauges, having different boundary conditions and using different quantization surfaces. I shall discuss various properties of these solutions emphasizing the degrees of freedom necessary to represent the solution, the way the operator products are defined and the effects these features have on the chiral condensate
Further formulas are presented involving quantum mechanics, thermodynamics, and integrable systems. ...
M-branes are related to theories on function spaces \cal{A} involving M-linear non-commutative maps ...
The factorization method, applied to the finite-difference Schrödinger equation in the relativistic ...
The relativistic finite-difference SUSY Quantum Mechanics (QM) is developed. We show that it is conn...
A summary is given of a quantization of the multiflavour Schwinger model on a finite-temperature cyl...
We use (fermion) mass perturbation theory for the massive Schwinger model to compute the boson-boson...
This contribution is a review of the method of isomonodromic quantization of dimensionally reduced g...
The four dimensional SU(3) WZW model coupled to electromagnetism is treated as a constrained system ...
It is shown that recently pointed out by Berkovits on-shell degrees of freedom of the D=11 superstri...
A systematic field theoretic formalism for treating Fermionic resonances with non zero width is give...
Partial results are obtained for Schwarzschild- like solutions in a gravitytheory with action densit...
In this letter the algebraic renormalization method, which is independent of any kind of regularizat...
A BCS-type wave function describes the ground state of the massless Thirring model in the chirally b...
A systematic method of summing the corrections to the renormalon residue arising from higher order r...
The simplest possible noncommutative harmonic oscillator in two dimensions is used to quantize the f...
Further formulas are presented involving quantum mechanics, thermodynamics, and integrable systems. ...
M-branes are related to theories on function spaces \cal{A} involving M-linear non-commutative maps ...
The factorization method, applied to the finite-difference Schrödinger equation in the relativistic ...
The relativistic finite-difference SUSY Quantum Mechanics (QM) is developed. We show that it is conn...
A summary is given of a quantization of the multiflavour Schwinger model on a finite-temperature cyl...
We use (fermion) mass perturbation theory for the massive Schwinger model to compute the boson-boson...
This contribution is a review of the method of isomonodromic quantization of dimensionally reduced g...
The four dimensional SU(3) WZW model coupled to electromagnetism is treated as a constrained system ...
It is shown that recently pointed out by Berkovits on-shell degrees of freedom of the D=11 superstri...
A systematic field theoretic formalism for treating Fermionic resonances with non zero width is give...
Partial results are obtained for Schwarzschild- like solutions in a gravitytheory with action densit...
In this letter the algebraic renormalization method, which is independent of any kind of regularizat...
A BCS-type wave function describes the ground state of the massless Thirring model in the chirally b...
A systematic method of summing the corrections to the renormalon residue arising from higher order r...
The simplest possible noncommutative harmonic oscillator in two dimensions is used to quantize the f...
Further formulas are presented involving quantum mechanics, thermodynamics, and integrable systems. ...
M-branes are related to theories on function spaces \cal{A} involving M-linear non-commutative maps ...
The factorization method, applied to the finite-difference Schrödinger equation in the relativistic ...
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