For multifunctions having unbounded sets as values we give Fatou-type inclusions for the. Kuratowski limes superior, in finite as well as infinite ...

A version of Fatou's lemma for multifunctions with unbounded values in infinite dimensions is presented. It generalizes both the recent Fatou-type results ...

For multifunctions having unbounded sets as values we give Fatou-type inclusions for the Kuratowski limes superior. In finite as well as infinite dimensions ...

Fatou's Lemma for Multifunctions with Unbounded Values. Author(s): Erik J. Balder and Christian Hess. Source: Mathematics of Operations Research, Vol. 20, No ...

Fatou lemma of Balder (1984a), upon which the proof in the finite-dimensional case rests, also follows again as a specialization to single-valued multifunctions ...

For multifunctions having unbounded sets as values we give Fatou-type inclusions for the Kuratowski limes superior. In finite as well as infinite dimensions ...

Oct 22, 2024 · A version of Fatou's lemma for multifunctions with unbounded values in inflnite dimensions is presented.It generalizes both the recent ...

For multifunctions having unbounded sets as values we give Fatou-type inclusions for the Kuratowski limes superior. In finite as well as infinite dimensions.

Feb 1, 1995 · For multifunctions having unbounded sets as values we give Fatou-type inclusions for the Kuratowski limes superior. In finite as well as infinite dimensions.

A version of Fatou's lemma for multifunctions with unbounded values in infinite dimensions is presented. Motivated by general equilibrium existence question in ...