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Line 11: has a fixed point. Other results are the [[~~Shizuo Kakutani\|Kakutani]] and Markov~~Markov–Kakutani fixed -point ~~theorems,~~theorem]] as(1936-1938) ~~well as~~and the [[Ryll-Nardzewski fixed point theorem]] (1967). [[Kakutani fixed point theorem\|Kakutani's fixed-point theorem]] states that:

Fixed-point theorems in infinite-dimensional spaces: Difference between revisions