Irinel Dragan

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A note on minimizing the weighted sum of tardy and early completion penalties in a single machine: A case of small common due date

B. Alidaee, Irinel Dragan, 1997 .

An Average Per Capita Formula for the Shapely Value

Irinel Dragan, 1992 .

On the Coalitional Rationality of the Shapley Value and Other Efficient Values of Cooperative TU Games

Irinel Dragan, 2014 .

Proceedings of the 1st International Conference on Advances in Computer-Human Interaction, ACHI 2008: Preface

Harri Oinas-Kukkonen, Shuzhi Sam Ge, Alfredo Milani, 2008, ACHI 2008.

The Compensatory Bargaining Set of a Cooperative N-Person Game with Side Payments

Irinel Dragan, 1988 .

Some Recursive Definitions for Linear Values of Cooperative TU Games

Irinel Dragan, 2014 .

On the Semivalues and the Least Square Values Average Per Capita Formulas and Relationships

Irinel Dragan, 2006 .

On the semivalues and the Power Core of Cooperative TU Games

Juan Enrique Martínez-Legaz, Irinel Dragan, J. Martínez-Legaz, 2001, IGTR.

ON THE INVERSE PROBLEM FOR MULTIWEIGHTED SHAPLEY VALUES OF COOPERATIVE TU GAMES

Irinel Dragan, Irinel Dragan, 2012 .

Collinearity between the Shapley value and the egalitarian division rules for cooperative games

T. Driessen, Y. Funaki, Irinel Dragan, 1994 .

Alternative Representation of Semivalues, the Inverse Problem and Coalitional Rationality

Pierre Dehez, Irinel Dragan, 2019, SSRN Electronic Journal.

Gale's feasibility theorem on network flows and a bargaining set for cooperative TU games

Irinel Dragan, Irinel Dragan, 1993, System Modelling and Optimization.

New mathematical properties of the Banzhaf value

Irinel Dragan, 1996 .

On the Computation of Weighted Shapley Values for Cooperative TU Games

Irinel Dragan, Irinel C. Dragan, 2008 .

Some Recursive Definitions of the Shapley Value and Other Linear Values of Cooperative TU Games

Irinel Dragan, 1997 .