We observe that the functional integral expression for the Witten index in arbitrary scalar supersymmetric theories can be reduced to the integral over constant configurations. We apply this method to various theories including supersymmetric non-linear sigma models
This note addresses the question of the number of normalizable vacuum states in supersymmetric quant...
It is demonstrated that, for the compactified heterotic superstring, the number of chiral fermion ge...
We present an explicit evaluation of the coherent-state fermion path integral and discuss our result...
We compute the Witten index of one-dimensional gauged linear sigma models with at least N = 2 supers...
The Witten index can be defined in many supersymmetric theories by formulating them in the space-tim...
International audienceWhen a 4D supersymmetric theory is placed on S3 × ℝ, the supersymmetric algebr...
A systematic ħ-expansion of the regulated Witten index Δ(β) in one and two-dimensional SUSY quantum ...
In the first part of this thesis, we will try to get familiar with some of the concepts of supersymm...
When a $4D$ supersymmetric theory is placed on $S^3 \times \mathbb{R}$, the supersymmetric algebra i...
The Atiyah-Singer index theorem, the Euler number, and the Hirzebruch signature are derived via the ...
International audienceWe present a review of Witten index calculations in different supersymmetric g...
We introduce the formalism of supersymmetric quantum mechanics, including super-symmetry charges,Z2-...
A bug in Eq.(2.20) is fixedWe have performed a direct calculation of Witten index in N = 1,2,3 super...
This note addresses the question of the number of normalizable vacuum states in supersymmetric quant...
It is demonstrated that, for the compactified heterotic superstring, the number of chiral fermion ge...
We present an explicit evaluation of the coherent-state fermion path integral and discuss our result...
We compute the Witten index of one-dimensional gauged linear sigma models with at least N = 2 supers...
The Witten index can be defined in many supersymmetric theories by formulating them in the space-tim...
International audienceWhen a 4D supersymmetric theory is placed on S3 × ℝ, the supersymmetric algebr...
A systematic ħ-expansion of the regulated Witten index Δ(β) in one and two-dimensional SUSY quantum ...
In the first part of this thesis, we will try to get familiar with some of the concepts of supersymm...
When a $4D$ supersymmetric theory is placed on $S^3 \times \mathbb{R}$, the supersymmetric algebra i...
The Atiyah-Singer index theorem, the Euler number, and the Hirzebruch signature are derived via the ...
International audienceWe present a review of Witten index calculations in different supersymmetric g...
We introduce the formalism of supersymmetric quantum mechanics, including super-symmetry charges,Z2-...
A bug in Eq.(2.20) is fixedWe have performed a direct calculation of Witten index in N = 1,2,3 super...
This note addresses the question of the number of normalizable vacuum states in supersymmetric quant...
It is demonstrated that, for the compactified heterotic superstring, the number of chiral fermion ge...
We present an explicit evaluation of the coherent-state fermion path integral and discuss our result...
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