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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Papers

  1. A. Martellotti-A. R. Sambucini Riesz space valued submeasure and application to group-valued finitely additive measures , Le Matematiche Univ. Catania, 47 I-II 1987, pp. 37-48.

  2. A. Martellotti-A. R. Sambucini A Radon-Nikodym theorem for a pair of Banach-valued finitely additive measures, Rend. Ist. Mat. di Trieste, 20 (2) (1988), pp. 331-343.

  3. A. Martellotti-A. R. Sambucini Closure of the Range and Radon-Nikodym Theorems for Vector Finitely Additive Measures with Respect to Different Types of Integration, Atti Sem. Mat. Fis. Univ. Modena, XLII, (1994) pp. 343-356.

  4. A. Martellotti-A. R. Sambucini A Radon-Nikodym theorem for multimeasures, Atti Sem. Mat. Fis. Univ. Modena XLII, (1994) pp. 579-599.

  5. A. Martellotti-K. Musial-A. R. Sambucini A Radon-Nikodym theorem for the Bartle-Dunford-Schwartz Integral with respect to Finitely Additive Measures, Atti Sem. Mat. Fis. Univ. Modena , XLII, (1994) pp. 625-633.

  6. A. R. Sambucini Integrazione per seminorme in spazi localmente convessi, Rivista di Matematica Univ. Parma 5, { 3} (1994), pp. 371-381.

  7. A. R. Sambucini Un teorema di Radon-Nikodym in spazi localmente convessi rispetto all'integrazione per seminorme, Rivista di Matematica, Univ. Parma, (5) { 4}, (1995), 49-60.

  8. A. Boccuto-A. R. Sambucini On the De Giorgi-Letta integral with respect to means with values in Riesz spaces, Real Analisys Exchange 21 (2) 1995/96 pp. 793-810.

  9. A. Boccuto-A. R. Sambucini The Burkill-Cesari integral for Riesz-spaces, Rendiconti Ist. Mat. di Trieste, 28 (1996), 33-47.

  10. A. Boccuto-A. R. Sambucini The monotone integral with respect to Riesz-space valued capacities, Rendiconti di Matematica Serie VII, Vol. 16, Roma (1996), 491-524.

  11. A. Boccuto-A. R. Sambucini Comparison between different types of abstract integral in Riesz spaces, Circolo Matematico di Palermo, Serie II, Tomo XLVI (1997), 255-278.

  12. A. Boccuto-A. R. Sambucini Abstract integration in convergence groups, Atti Sem. Mat. Fis. Univ. Modena, XLVI, (1998), 315-333.

  13. M. C. Isidori-A. Martellotti-A. R. Sambucini Monotone integral, Atti Sem. Mat. Fis. Univ. Modena, suppl. Vol XLVI (1998), 803-825.

  14. M. C. Isidori-A. Martellotti-A. R. Sambucini Integration with respect to orthogonally scattered measures, Matematica Slovaca, 48 (1998), N. 3, 253-269.

  15. M. C. Isidori-A. Martellotti-A. R. Sambucini The Bochner and monotone integrals with respect to a nuclear finitely additive measure, Matematica Slovaca, 48, N. 4 (1998), 377-390.

  16. M. C. Isidori-A. R. Sambucini The monotone integral- part II, Atti Sem. Mat. Fis. Univ Modena, XLVI, (1998), 469-478.

  17. A. R. Sambucini Remarks on set valued integrals of multifunctions with non empty,bounded, closed and convex values, Commentationes Math. XXXIX, (1999), 153-165.

  18. A. Martellotti-A. R. Sambucini Comparison between Aumann and Bochner integral, Journal of Mathematical Analysis and Applications 260 N. 1 (2001), 6-17.

  19. A. R. Sambucini A survey on multivalued integration, Atti Sem. Mat. Fis. Univ. Modena, L (2002) 53-63.

  20. A Martellotti - A. R. Sambucini The finitely additive integral of multifunctions with closed and convex values, Zeitschrift fur Analysis ihre Anwendungen (J. for Analysis and its Applications) Volume 21 (2002) n. 4, 851-864.

  21. A. Boccuto - A. V. Bukhvalov - A. R. Sambucini Inequalities in Classical Spaces with Mixed , Positivity 6, (2002) 393-411.

  22. A. Martellotti - A.R. Sambucini Multivalued integral of non convex integrands, Internation Journal of Pure and Applied Mathematics 5, N. 1, (2003) 11-28.

  23. E. J. Balder - A.R. Sambucini A note on strong convergence for Pettis integrable function, Vietnam Journal of Mathematics, 31, N. 3 (2003), 341-347.

  24. E. J. Balder - A.R. Sambucini On weak compactness and lower closure results for Pettis integrable (multi)functions, Bull. Pol. Acad. Sci. 52 , N. 1 (2004), 53-61.

  25. A. Boccuto, A. R. Sambucini The Henstock-Kurzweil integral for functions defined on unbounded intervals and with values in Banach spaces. Acta Mathematica (NITRA)7, (2004) 3-17.

  26. A. Boccuto -A.R. Sambucini A McShane integral for multifunctions, J. of Concrete and Applicable Mathematics, 2, N. 4 , 307-325 (2004).

  27. E. J. Balder - A.R. Sambucini Fatou's Lemma for unbounded multifunctions with values in a dual space, J. of Covex Analysis and Applications, N. 2 (2005).

  28. A. Martellotti - A.R. Sambucini A note on a Liapounov-like theorem for some finitely additive measures and applications, J. of Concrete and Applicable Mathematics, 3, N. 4, 481-499, (2005).

  29. 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.

  30. 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).

  31. 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.

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

  33. A. Boccuto – B. Riecan – A. R. Sambucini On the product of M-measures in l-groups, Australian J. Math., 6 (2), (2009), 1-8

  34. A. Boccuto – B. Riecan – A. R. Sambucini Convergence and Fubini Theorems for metric semigroup-valued functions defined on unbounded rectangles, PanAmerican Math. J. 19 (1), (2009), 1-12.

  35. 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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