neděle 20. července 2014

Automorphic flux polynomials 2014 -- IV. international conference on topological string theory












PROGRAMME




The Barnes multiple zeta function



Holographic dual of the fractal structure of the quantum phase transitions in ABJM matrix model



q-deformed gamma function as the beta-ensamble in the large N limit



Partition function of the multi-center black brane defined by the q-deformed mock modular form



The modular data of the q_n CFT defined by the q_n character of the irreducible highest-weight modules



q_n character expansion for the q_n theta function of the q_n weight lattice



q_n theta function on the q_n E_n root lattice



q_n Jacobi forms invariant under the automorhism group of the q_n E_n root lattice



U-dual branes wrapping the divisor of the vacuum torsion



q_n Riemann theta function on the U-dual brane charge lattice



q_n Z_black brane as the multiple gamma function



Fractal flowers in the U-dual black brane moduli space



Topological brane free energies as the polynomials in the generators of the ring of the moduli space



q_n topological zeta function defined from embedded resolution of q_n ADE singularities



Entanglement of the automorphic flux polynimials



q_n deformed topological zeta functions as the limit of q_n Igusa zeta functions associated with q_n flux polynomials



Entanglement of the automorphic flowers in the axiomatic moduli space



Automorphic flux through the entanglement of the axiomatic space generating the mathematical consistent formalisms







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