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| Michael Zarichnyi |
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| ''Continuity of the payoff function revisited'' |
| ( 2004, Vol. 3 No.14 ) |
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| The payoff function is defined on the product of the spaces of mixed strategies that are the spaces of probability measures on compact Hausdorff spaces. The continuity of the payoff function is recently proved by Glycopantis and Muir. Here we give an alternative proof that is essentially based on existence of Milyutin maps. |
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| Keywords: continuity |
JEL:
C6 - Mathematical Methods and Programming: General |
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| Manuscript Received : May 03 2004 | | Manuscript Accepted : May 03 2004 |
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