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Census algorithms for chinese remainder pseudorank

David Laing;  Bruce Litow — 2008

RAIRO - Theoretical Informatics and Applications - Informatique Théorique et Applications

We investigate the density and distribution behaviors of the chinese remainder representation pseudorank. We give a very strong approximation to density, and derive two efficient algorithms to carry out an exact count (census) of the bad pseudorank integers. One of these algorithms has been implemented, giving results in excellent agreement with our density analysis out to 5189 -bit integers.

Census algorithms for chinese remainder pseudorank

David Laing;  Bruce Litow — 2007

RAIRO - Theoretical Informatics and Applications

We investigate the density and distribution behaviors of the chinese remainder representation pseudorank. We give a very strong approximation to density, and derive two efficient algorithms to carry out an exact count (census) of the bad pseudorank integers. One of these algorithms has been implemented, giving results in excellent agreement with our density analysis out to -bit integers.

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