Results 41 to 50 of about 327 (99)
Painlevé VI, Isomonodromy, and Fredholm Determinants
, 2019 The Painlevé equations appear naturally in various problems in theoretical physics, combinatorics, and other related areas. Although their existence has been known for over a century, methods of solving, and moreover, exact solutions to these equations ...
Hayford, Nathan
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Isomonodromy, Painlevé transcendents and scattering off of black holes [PDF]
Journal of High Energy Physics, 2014 40 pages, 4 figures, JHEP ...
Novaes, Fábio, Cunha, Bruno Carneiro da
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Application of the isomonodromy deformation method to the fourth Painleve equation
, 1996 In this paper we study the fourth Painleve equation and how the concept of isomonodromy may be used to elucidate properties of its solutions. This work is based on a Lax pair which is derived from an inverse scattering formalism for a derivative ...
Bassom, Andrew P. +5 more
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Free fermions, W-algebras and isomonodromic deformations [PDF]
, 2016 We consider the theory of multicomponent free massless fermions in two dimensions and use it for construction of representations of W-algebras at integer Virasoro central charges. We define the vertex operators in this theory in terms of solutions of the
Marshakov, A., Gavrylenko, P.; id_orcid
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Nonlinear dynamics of sand banks and sand waves [PDF]
, 2000 Sand banks and sand waves are two types of sand structures that are commonly observed on an off-shore sea bed. We describe the formation of these features using the equations of the fluid motion coupled with the mass conservation law for the sediment ...
Newell, Alan C., Komarova, Natalia L.
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On the monodromy of the deformed cubic oscillator. [PDF]
Math Ann, 2023 Bridgeland T, Masoero D.
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Regularized limits of Stokes matrices, isomonodromy deformation and crystal basis [PDF]
In the first part of the paper, we solve the boundary and monodromy problems for the isomonodromy equation of the $n\times n$ meromorphic linear system of ordinary differential equations with Poncar\'{e} rank $1$.
Xu, Xiaomeng
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Isomonodromy Method and Black Holes Quasinormal Modes: numerical results and extremal limit analysis
, 2023 In this thesis, we present and apply the isomonodromy method (or isomonodromic method) to the study of quasinormal modes (QNMs), more precisely, we consider the analysis of modes that are associated with linear perturbations in two distinct four ...
Cavalcante, João Paulo
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Solving PVI by Isomonodromy Deformations
, 2011 12 pages, 1 figurethis paper has ...
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