Extension of KNTZ trick to non-rectangular representations

14 May 2019 Morozov A.

We claim that the recently discovered universal-matrix precursor for the $F$ functions, which define the differential expansion of colored polynomials for twist and double braid knots, can be extended from rectangular to non-rectangular representations. This case is far more interesting, because it involves multiplicities and associated mysterious gauge invariance of arborescent calculus... (read more)

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  • HIGH ENERGY PHYSICS - THEORY
  • MATHEMATICAL PHYSICS
  • GEOMETRIC TOPOLOGY
  • MATHEMATICAL PHYSICS