An axiomatization of the Banzhaf value
E Lehrer - International Journal of Game Theory, 1988 - Springer
International Journal of Game Theory, 1988•Springer
An axiomatization of the Banzhaf value Page 1 International Journal of Game Theory, Vol. 17,
Issue 2, page 89-99 An Axiomatization of the Banzhaf Value By E. Lehrer I Abstract: An
axiomatization of the Banzhaf value is given. It is based on a version of three axioms, which
are common to all the semi-values, and on an additional reduction axiom. 1 Introduction A lot
of effort had been devoted to the research of the semi values of games [2], especially to the
Shapley-value. An axiomatization was given to the Shapley value [6], and to the Banzhaf value …
Issue 2, page 89-99 An Axiomatization of the Banzhaf Value By E. Lehrer I Abstract: An
axiomatization of the Banzhaf value is given. It is based on a version of three axioms, which
are common to all the semi-values, and on an additional reduction axiom. 1 Introduction A lot
of effort had been devoted to the research of the semi values of games [2], especially to the
Shapley-value. An axiomatization was given to the Shapley value [6], and to the Banzhaf value …
Abstract
An axiomatization of the Banzhaf value is given. It is based on a version of three axioms, which are common to all the semi-values, and on an additional reduction axiom.
Springer