Stefano Moretti

University of Genoa - Department of Mathematics

Via Dodecaneso 35

16146 Genoa

Italy

http://www.dima.unige.it/~moretti/CV_moretti.pdf

SCHOLARLY PAPERS

7

DOWNLOADS

394

CITATIONS
Rank 16,799

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Top 16,799

in Total Papers Citations

20

Scholarly Papers (7)

1.

A Fuzzy Logic and Default Reasoning Model of Social Norm and Equilibrium Selection in Games Under Unforeseen Contingencies

University of Trento Economics Discussion Paper No. 13
Number of pages: 26 Posted: 01 Jun 2005
Lorenzo Sacconi and Stefano Moretti
University of Trento - Department of Economics and Management and University of Genoa - Department of Mathematics
Downloads 179 (164,161)
Citation 3

Abstract:

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Social Norms, Equilibrium selection, Unforeseen Contingencies, Fuzzy Logic, Possibility Theory, Default Reasoning

2.

The P-Value for Cost Sharing in Minimum Cost Spanning Tree Situations

CentER Discussion Paper No. 2003-129
Number of pages: 16 Posted: 16 Jul 2004
Rodica Branzei, Stefano Moretti, Henk Norde and Stef H. Tijs
'A.l. Cuza' University of Iasi, Romania - Faculty of Computer Sciences, University of Genoa - Department of Mathematics, Tilburg University - Center For Economic Research and Tilburg University - Center For Economic Research
Downloads 59 (351,637)
Citation 8

Abstract:

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Cost sharing, minimum cost spanning tree games, value, population monotonic allocation schemes

3.

The Bird Core for Minimum Cost Spanning Tree Problems Revisited: Monotonicity and Additivity Aspects

CentER Discussion Paper No. 2005-03
Number of pages: 21 Posted: 22 Feb 2005
Stef H. Tijs, Stefano Moretti, Rodica Branzei and Henk Norde
Tilburg University - Center For Economic Research, University of Genoa - Department of Mathematics, 'A.l. Cuza' University of Iasi, Romania - Faculty of Computer Sciences and Tilburg University - Center For Economic Research
Downloads 58 (354,616)
Citation 1

Abstract:

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Cost allocation, minimum cost spanning tree games, Bird cor, cost monotonicity, cone additivity

4.

Obligation Rules for Minimum Cost Spanning Tree Situations and Their Monotonicity Properties

CentER Discussion Paper No. 2004-53
Number of pages: 19 Posted: 23 Jul 2004
Stef H. Tijs, Rodica Branzei, Stefano Moretti and Henk Norde
Tilburg University - Center For Economic Research, 'A.l. Cuza' University of Iasi, Romania - Faculty of Computer Sciences, University of Genoa - Department of Mathematics and Tilburg University - Center For Economic Research
Downloads 40 (414,919)
Citation 4

Abstract:

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Games, costs, population, allocation, stochastic processes, algorithm

5.

Cost Monotonic 'Construct and Charge' Rules for Connection Situations

CentER Discussion Paper No. 2005-104
Number of pages: 28 Posted: 04 Oct 2005
Stefano Moretti, Stef H. Tijs, Rodica Branzei and Henk Norde
University of Genoa - Department of Mathematics, Tilburg University - Center For Economic Research, 'A.l. Cuza' University of Iasi, Romania - Faculty of Computer Sciences and Tilburg University - Center For Economic Research
Downloads 30 (456,635)
Citation 1

Abstract:

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Cost allocation, minimum cost spanning tree situations, cost monotonicity, sharing values

6.

Connection Situations Under Uncertainty

CentER Discussion Paper Series No. 2008-64
Number of pages: 23 Posted: 03 Sep 2008
University of Genoa - Department of Mathematics, Suleyman Demirel University, 'A.l. Cuza' University of Iasi, Romania - Faculty of Computer Sciences and Tilburg University - Center For Economic Research
Downloads 19 (515,412)

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cooperative cost games, minimum cost spanning tree situations, robustness, worst-case scenario, input interval data, uncertainty

7.

Connection Problems in Mountains and Monotonic Allocation Schemes

Sociedad de Estadistica e Investigacidn Operativa Top, Vol. 10, No. 1, pp. 83-99, 2002
Number of pages: 17 Posted: 26 Mar 2011
Stefano Moretti, Henk Norde, Kim Hang Pham Do and Stef H. Tijs
University of Genoa - Department of Mathematics, Tilburg University - Center For Economic Research, Massey University and Tilburg University - Center For Economic Research
Downloads 9 (573,566)
Citation 3

Abstract:

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Minimum cost spanning tree problems, monotonic allocation scheme