Solving iterative functional equations for a class of piecewise linear -functions
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文摘
We consider the problem of solving functional equations in , the space of homeomorphisms of . The problem is treated for the subclass of continuous functions that are defined as affine functions on a countable partition of and for which the partition has no accumulation of intervals from the right. Within this class it can be shown that the problem has a unique solution. The proof is constructive and can be implemented numerically. Some properties of solutions are discussed.

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