Convergenza in variazione con peso e uniforme convergenza
We study, for functions , some conditions of uniform and uniform almost everywhere convergence, after pointing out the indipendence from weight of convergence in variation.
Existence, uniqueness and continuous dependence for a hereditary nonlinear functional partial differential equation of the first order
Haar inequality in hereditary setting and applications
On a class of variational integrals over BV varieties
We present here our most recent results ([1def]) about the definition of non-linear Weiertrass-type integrals over BV varieties, possibly discontinuous and not necessarily Sobolev's.
Martingale ed integrale alla Burkill-Cesari
We show how a problem connected with the Burkill-Cesari integral can be solved by making use of a convergence theorem for a suitable martingale.
On a class of variational integrals over BV varieties
We present here our most recent results ([1def]) about the definition of non-linear Weiertrass-type integrals over BV varieties, possibly discontinuous and not necessarily Sobolev's.
Kuratowski convergence on compacta and Hausdorff metric convergence on compacta
This paper completes and improves results of [10]. Let , be two metric spaces and be the space of all -valued continuous functions whose domain is a closed subset of . If is a locally compact metric space, then the Kuratowski convergence and the Kuratowski convergence on compacta coincide on . Thus if and are boundedly compact metric spaces we have the equivalence of the convergence in the Attouch-Wets topology (generated by the box metric of and ) and convergence on ,...
On measure differential inclusions in optimal control theory.
On lower semicontinuity in BV setting.
Page 1