Wright's Inbreeding Coefficient Formula:
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Wright's coefficient of inbreeding (F) measures the probability that two alleles at any locus in an individual are identical by descent from a common ancestor. It quantifies the degree of inbreeding in a pedigree.
The calculator uses Wright's formula:
Where:
Explanation: The formula calculates the probability that two alleles are identical by descent based on the path through common ancestors in the pedigree.
Details: The inbreeding coefficient is crucial in population genetics, animal breeding, and conservation biology. It helps assess genetic diversity, predict inbreeding depression, and manage breeding programs to maintain healthy populations.
Tips: Enter the number of generations to the common ancestor through each parent (n1 and n2), and the inbreeding coefficient of the common ancestor (F_A). All values must be valid positive numbers with F_A between 0 and 1.
Q1: What does an inbreeding coefficient of 0 mean?
A: An F value of 0 indicates no inbreeding - the individual has no common ancestors in their pedigree.
Q2: What is considered a high inbreeding coefficient?
A: Values above 0.125 (equivalent to half-sib mating) are generally considered high, with values above 0.25 (equivalent to full-sib mating) representing significant inbreeding.
Q3: How is this different from relatedness coefficients?
A: Inbreeding coefficient (F) measures probability of identical alleles within an individual, while relatedness measures proportion of shared alleles between individuals.
Q4: When should Wright's coefficient be used?
A: It's used in pedigree analysis for animals, plants, and human genetics to quantify inbreeding levels and assess genetic health of populations.
Q5: Are there limitations to this calculation?
A: The calculation assumes known pedigree information and may not account for all genetic factors. It becomes complex with multiple common ancestors.