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Does there exist a variant of Parthasarathy's minimax theorem [1], exist that relaxes the assumption that the spaces X$X$ and Y$Y$ are [0,1]$[0,1]$?
[1] https://en.wikipedia.org/wiki/Parthasarathy%27s_theorem
Does a variant of Parthasarathy's minimax theorem [1], exist that relaxes the assumption that the spaces X and Y are [0,1]?
Does there exist a variant of Parthasarathy's minimax theorem [1] that relaxes the assumption that the spaces $X$ and $Y$ are $[0,1]$?
