We discuss the derivation of the CIV-DV prepotential for arbitrary power n+1 of the original superpotential in the N=1 SUSY YM theory (for arbitrary number n of cuts in the solution of the planar matrix model in the Dijkgraaf-Vafa interpretation). The goal is to hunt for structures, not so much for exact formulas, which are necessarily complicated, before the right language is found to represent them. Some entities, reminiscent of representation theory, clearly emerge, but a lot of work remains to be done to identify the relevant ones. As a practical application, we obtain a cubic (first non-perturbative) contribution to the prepotential for any n
AbstractWe deduce new q-series identities by applying inverse relations to certain identities for ba...
AbstractWe investigate a method for the numerical evaluation of integrals over [-1,1] of functions o...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
We describe an expedient way to derive the CIV-DV prepotential in power series expansion in S_i. Thi...
AbstractThe numerical-analytic method is applied to a class of nonlinear differential-algebraic syst...
AbstractThe method of differentiation by integration due to Lanczos is generalized to cover derivati...
A method for calculating the relativistic path integral solution via sum over perturbation series is...
An approach for calculation of transition form factors of hydrogenlike atoms is proposed. A general ...
AbstractWe present a detailed description of N=2 stationary BPS multicenter black hole solutions for...
2000 Mathematics Subject Classification: Primary 47A20, 47A45; Secondary 47A48.A relation between an...
AbstractWe shall extract the essence of the Adamchik–Srivastava generating function method (Analysis...
AbstractStability of passing from Gaussian quadrature data to the Lanczos recurrence coefficients is...
AbstractThis paper deals with the approximate solution of multi-pantograph equation with nonhomogeno...
AbstractSome aspects of duality for the classical orthogonal polynomials are explained. Duality deal...
Let $F_g(t)$ be the generating function of intersection numbers on the moduli spaces $\overline{\mat...
AbstractWe deduce new q-series identities by applying inverse relations to certain identities for ba...
AbstractWe investigate a method for the numerical evaluation of integrals over [-1,1] of functions o...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
We describe an expedient way to derive the CIV-DV prepotential in power series expansion in S_i. Thi...
AbstractThe numerical-analytic method is applied to a class of nonlinear differential-algebraic syst...
AbstractThe method of differentiation by integration due to Lanczos is generalized to cover derivati...
A method for calculating the relativistic path integral solution via sum over perturbation series is...
An approach for calculation of transition form factors of hydrogenlike atoms is proposed. A general ...
AbstractWe present a detailed description of N=2 stationary BPS multicenter black hole solutions for...
2000 Mathematics Subject Classification: Primary 47A20, 47A45; Secondary 47A48.A relation between an...
AbstractWe shall extract the essence of the Adamchik–Srivastava generating function method (Analysis...
AbstractStability of passing from Gaussian quadrature data to the Lanczos recurrence coefficients is...
AbstractThis paper deals with the approximate solution of multi-pantograph equation with nonhomogeno...
AbstractSome aspects of duality for the classical orthogonal polynomials are explained. Duality deal...
Let $F_g(t)$ be the generating function of intersection numbers on the moduli spaces $\overline{\mat...
AbstractWe deduce new q-series identities by applying inverse relations to certain identities for ba...
AbstractWe investigate a method for the numerical evaluation of integrals over [-1,1] of functions o...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...