A graphical algorithm for fast computation of identity coefficients and generalized kinship coefficients

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A graphical algorithm for fast computation of identity coefficients and generalized kinship coefficients

UNLABELLED Computing the probability of identity by descent sharing among n genes given only the pedigree of those genes is a computationally challenging problem, if n or the pedigree size is large. Here, I present a novel graphical algorithm for efficiently computing all generalized kinship coefficients for n genes. The graphical description transforms the problem from doing many recursion on ...

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Fast Computation of the Kinship Coefficients

For families, kinship coefficients are quantifications of the amount of genetic sharing between a pair of individuals. These coefficients are critical for understanding the breeding habits and genetic diversity of diploid populations. Historically, computations of the inbreeding coefficient were used to prohibit inbred marriages and prohibit breeding of some pairs of pedigree animals. Such proh...

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Scalable computation of kinship and identity coefficients on large pedigrees.

With the rapidly expanding field of medical genetics and genetic counseling, genealogy information is becoming increasingly abundant. An important computation on pedigree data is the calculation of identity coefficients, which provide a complete description of the degree of relatedness of a pair of individuals. The areas of application of identity coefficients are numerous and diverse, from gen...

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Path-Counting Formulas for Generalized Kinship Coefficients and Condensed Identity Coefficients

An important computation on pedigree data is the calculation of condensed identity coefficients, which provide a complete description of the degree of relatedness of two individuals. The applications of condensed identity coefficients range from genetic counseling to disease tracking. Condensed identity coefficients can be computed using linear combinations of generalized kinship coefficients f...

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ژورنال

عنوان ژورنال: Bioinformatics

سال: 2009

ISSN: 1460-2059,1367-4803

DOI: 10.1093/bioinformatics/btp185