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Random and Integrable Models in Mathematical Phyiscs (RIMMP)
Start date: Dec 1, 2010, End date: Nov 30, 2014 PROJECT  FINISHED 

The main goal of the present project is to put the theory of random matrices, random permutations and random walks in the context of the theory of integrable systems. This goal will be achieved by a significant progress in the theory of integrable systems and their perturbations, including its analytic, geometric and numerical aspects. Perturbative classification of integrable partial differential equations (PDEs) and their discrete analogues, various approaches to analytically constructing their exact solutions, the analysis of singular limits of important classes of solutions, the spectral geometry of Riemann surfaces, new asymptotic methods involving Painlev\'e transcendents and theta-functions, efficient numerical approaches to solving dispersive PDEs, all these techniques will be developed and applied to the rigorous analysis of various types of models of the theory of random matrices.
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Angelo Napolitano

 Partnership Management
 Transnational cooperation

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 Eco-Innovation
 Energy Efficiency

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 Creative Industries
 INTERREG

Expertise in EU projects and policies – drafting project proposals, technical and administrative assistance, support to project implementatio ...

ONECO

 Erasmus+
 International Project Management

ONECO is a consultancy of European programs in the field of education, culture, employment and local development. From 1997 until ...

Marketkaps

 Horizon Europe
 LIFE programme

Marketkaps Senior Consultants are former Entrepreneurs and also Experts & Auditors for the European Commission (Horizon Europe, Eureka) and Fre ...

Ana Maria Solis

 Erasmus+
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Expert - Project Development & EU Funding Consultant in participatory processes 

MY SUCCESSFUL EXPERIENCES IN COMMUNITY GRANTS

Ing. Iva Mládenková PhD

 Horizon Europe
 Innovation & Research

Freelance EU funding analyst and consultant - Focused primarily on EU Direct Management Programmes, in particular H2020, Eras ...

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