Artículos de revistas
Degree theory for the sum of VMO maps and maximal monotone maps
Autor
Chen,Yuqing
O'Regan,Donal
Agarwal,Ravi P
Institución
Resumen
Let<img border=0 width=57 height=20 src="http://fbpe/img/cubo/v13n2/art06-01.jpg" alt="Descripción: Descripción: http://fbpe/img/cubo/v13n2/art06-01.jpg"> be an open bounded domain, <img border=0 width=76 height=21 src="http://fbpe/img/cubo/v13n2/art06-02.jpg" alt="Descripción: Descripción: http://fbpe/img/cubo/v13n2/art06-02.jpg">a VMO map, and T : D(T) <img border=0 width=20 height=18 src="http://fbpe/img/cubo/v13n2/art06-03.jpg" alt="Descripción: Descripción: http://fbpe/img/cubo/v13n2/art06-03.jpg"><img border=0 width=65 height=19 src="http://fbpe/img/cubo/v13n2/art06-05.jpg" alt="Descripción: Descripción: http://fbpe/img/cubo/v13n2/art06-05.jpg">a maximal monotone map wit <img border=0 width=85 height=23 src="http://fbpe/img/cubo/v13n2/art06-06.jpg" alt="Descripción: Descripción: http://fbpe/img/cubo/v13n2/art06-06.jpg">. We construct a degree for the sum of f + T, which can be viewed as a generalization of the degree both for VMO maps and maximal monotone maps.