Objetivo This proposal focuses on two related families of problems concerning algebraic invariants ofgraphs, i.e. networks. On the one hand, we study extremal values of algebraic invariants, i. e.,we propose to give lower and upper bounds for certain algebraic graph parameters in a givenclass of graphs like d{regular graphs. On the other hand, we study the behavior of algebraicinvariants of very large graphs, more precisely we study whether for a certain graph parameterp(G) it is true that the sequence (p(G_n)) converges if the graph sequence (G_n)converges in some sense. The two families of problems are connected by the observation that many graphparameter does not achieve its extremal value on finite graphs, but on some infinite object whichis the limit of finite graphs. Programa(s) H2020-EU.1.3. - EXCELLENT SCIENCE - Marie Skłodowska-Curie Actions Main Programme H2020-EU.1.3.2. - Nurturing excellence by means of cross-border and cross-sector mobility Tema(s) MSCA-IF-2016 - Individual Fellowships Convocatoria de propuestas H2020-MSCA-IF-2016 Consulte otros proyectos de esta convocatoria Régimen de financiación MSCA-IF-EF-ST - Standard EF Coordinador EOTVOS LORAND TUDOMANYEGYETEM Aportación neta de la UEn € 134 239,20 Dirección EGYETEM TER 1-3 1053 Budapest Hungría Ver en el mapa Región Közép-Magyarország Budapest Budapest Tipo de actividad Higher or Secondary Education Establishments Enlaces Contactar con la organización Opens in new window Sitio web Opens in new window Participación en los programas de I+D de la UE Opens in new window Red de colaboración de HORIZON Opens in new window Coste total € 134 239,20
