Dipartimento di Matematica e Informatica
Università degli Studi di Perugia
via Vanvitelli, 1 06123 Perugia - Tel. +39 075 585 5001 Fax +39 075 585 5024

 

 

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  • Radon-Nikodym Theorems in finitely additive setting;
  • Multivalued integration;
  • Choquet integral with respect to vector valued measures;
  • Integration in Riesz spaces;
  • Inequalities in spaces whit mixed norms.

Recent publications:

A. Boccuto-A.R. Sambucini – V.A. Skvortsov Integration by parts for Perron type integrals of order 1 and 2 in Riesz spaces, Results in Matematics, Vol. 51 (2007), 5-27.

A. Boccuto, D. Candeloro, A. R. Sambucini Stieltjes-type integrals for metric semigroup-valued functions defined on unbounded intervals, PanAmerican Mathematical Journal, Vol. 17 n. 4, 39-58 (2007).

A. Boccuto – B. Riecan – A. R. Sambucini Some properties of an improper GH_k integral in Riesz spaces, Indian Journal of Mathematics (IJM) - special issue for the golden Jubilee (vol. 50, 2008), 21-51.

C. Donnini - A. Martellotti - A. R. Sambucini Core and Walras equilibria in the subadditive economies, preprint N. 3, 2008.

A. Boccuto – B. Riecan – A. R. Sambucini On the product of M-measures in l-groups, accepted in Australian J. Math.

A. Boccuto – B. Riecan – A. R. Sambucini Convergence and Fubini Theorems for metric semigroup-valued functions defined on unbounded rectangles, PanAmerican Math. J. (2008), to appear.

A. Boccuto - D. Candeloro - A. R. Sambucini A Fubini Theorem in Riesz Spaces for the Kurzweil-Henstock Integral, Technical Report n. 2008/10, Dipartimento di Matematica e Informatica, University of Perugia

 

 

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