Covering mappings and their applications in functional equations, difference equations and optimization

Información del proyecto

COVMAPS

Identificador del acuerdo de subvención: 911177

Proyecto cerrado

Fecha de inicio 1 Julio 2014

Fecha de finalización 30 Junio 2015

Financiado con arreglo a

• Specific programme "People" implementing the Seventh Framework Programme of the European Community for research, technological development and demonstration activities (2007 to 2013)

Coste total € 15 000,00

Aportación de la UE € 15 000,00

Coordinado por

STATE HIGHER EDUCATIONAL INSTITUTION PEOPLES' FRIENDSHIP UNIVERSITY OF RUSSIA
Russia

Objetivo

There will be considered covering mappings and their applications. The properties of covering mappings in generalized metric spaces will be studied. Moreover, sufficient solvability conditions for inclusions defined by conditionally covering multi-valued mappings in metric spaces will be obtained. This results will be applied to the following problems. For difference equations there will be studied such issues as solvability, equilibrium existence and stability. In addition, there will be studied
several types of functional equations. This part of research will be based on the result obtained for covering mappings in generalized metric spaces. Finally, there will be studied questions of global solvability for control systems and necessary optimality conditions for control systems defined by Volterra equations.

Ámbito científico

• natural sciences › mathematics › pure mathematics › mathematical analysis › functional equations
• engineering and technology › electrical engineering, electronic engineering, information engineering › electronic engineering › control systems

Programa(s)

• FP7-PEOPLE - Specific programme "People" implementing the Seventh Framework Programme of the European Community for research, technological development and demonstration activities (2007 to 2013)

Tema(s)

• FP7-PEOPLE-2011-IIF - Marie Curie Action: "International Incoming Fellowships"

Convocatoria de propuestas

FP7-PEOPLE-2011-IIF
Consulte otros proyectos de esta convocatoria

Régimen de financiación

MC-IIFR - International incoming fellowships (Return phase)

Coordinador

STATE HIGHER EDUCATIONAL INSTITUTION PEOPLES' FRIENDSHIP UNIVERSITY OF RUSSIA

Contacto administrativo

Nur Kirabaev (Prof.)

• Aportación de la UE: € 15 000,00
• Dirección: MIKLUKHO MAKLAY STREET 6 ; 117198 MOSKVA ; Rusia
• Tipo de actividad: Higher or Secondary Education Establishments
• Coste total: Sin datos