invention "(a) plant family tree of syntax (syntax) for the interpreted steps; (B) steps to identify each member of the family tree to sort the members in order of descent from ancestors; (C) deriving the gene transfer rate of descent from ancestors on the family tree in (a); And (d) to determine the correct number of generations if there is self-self-modifying in the family tree; (E) whether object-specific pedigree information, and object information gathering and determining whether or not the same between the two objects; An appropriate line in the (f) selecting a formula that meets the condition (e), and, (b) by using a value of - (d) calculating a common ancestor coefficient (Kinship coefficient) and the coefficient matrix blood (numerator relationship matrix) and heat comprising the steps of: writing the calculated value; And (g) all my family tree pairs of objects for counting the common ancestor (Kinship coefficient) calculated by the kinship coefficient matrix (numerator relationship matrix) of all rows and columns to fill you up (f) repeating steps step "consisting of It relates to the common ancestor coefficient (Kinship coefficient) calculation method. Common ancestry coefficient between the two entities according to the present invention (Kinship coefficient) calculation method is cross-fertilization species ( ), as well as, if applicable to the pedigree of the objects within the group of self-modifying plant species ( ), the common ancestor coefficient (Kinship coefficient) it is not necessary to create a false object (dummy) for the calculation, since the data processing is so quick, the time the results obtained can be shortened. In addition, the use of the different statistical modeling is performed using a wide range of Mixed Linear Model in modern genetic breeding areas can increase the accuracy of the calculation, it is useful in plant breeding technology. ;
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