The cycle time vector of D-A-D functions

Katirtzoglou, E. (1999). The cycle time vector of D-A-D functions. Linear Algebra and Its Applications, 293(1-3), 133-144. https://doi.org/10.1016/S0024-3795(99)00032-4
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It is of interest to find conditions under which the cycle time vector, View the MathML source, of a topical function F, that is a function from View the MathML source into itself which is homogeneous and nonexpansive in the View the MathML source norm, exists. For a class of topical functions associated with matrix scaling problems, we show that the cycle time vector exists and that it can be computed from the spectral radius of the function.

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