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Line 1: In [[mathematics]], a '''fixed-point theorem''' is a result saying that a [[function (mathematics)\|function]] ''F'' will have at least one [[fixed point (mathematics)\|fixed point]] (a point ''x'' for which ''F''(''x'') = ''x''), under some conditions on ''F'' that can be stated in general ~~terms~~termshi....<ref>{{cite book \| editor = Brown, R. F. \| title = Fixed Point Theory and Its Applications

Fixed-point theorem: Difference between revisions