Supersymmetry and Computational Complexity

24 Aug 2021, 17:00
30m
ZR2

ZR2

Formal SUSY Theories Formal SUSY Theories

Speaker

Dr Marcos Crichigno (Imperial College London)

Description

I will discuss various aspects of supersymmetric systems from the point of view of the theory of computational complexity. These include the claim that computing the Witten index of N=2 quantum mechanics is #P-complete and thus intractable. I will also discuss the complexity of finding supersymmetric ground states of local SUSY Hamiltonians and its implications for the problem of computing certain cohomology groups.

Primary author

Dr Marcos Crichigno (Imperial College London)

Co-author

Presentation materials

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