Citation:
Neyman, A. . (1998). Values of Non-Atomic Vector Measure Games. Discussion Papers. presented at the 11, Israel Journal of Mathematics 124 (2001), 1-27. Retrieved from /files/dp183.pdf
Abstract:
There is a value (of norm one) on the closed space of games that is generated by all games of bounded variation f o mu where mu is a vector of non-atomic probability measures and f is continuous at 0=mu(varnothing) and at mu(I).