Sentence examples for average relationship of the from inspiring English sources

Optimum-contribution selection (OCS) maximises the genetic merit of a cohort of animals while constraining the average relationship of the current generation [ 1- 5].

OCS was carried out by maximising the genetic merit of the new cohort while applying a penalty to the average relationship of the current generation, which included the new cohort.

In offspring unknown, contributions to young, immature offspring were removed by fixing columns of P to 0. This led OCS to underestimate the average relationship of the current generation.

Key animals were identified iteratively with p m = A m − 1 ∗ c m [ 5], where A is the numerator relationship matrix of m selected animals with pedigree information lasting back to 1920, c is a vector representing the average relationship of the selected animals to the entire population and p is a vector with the proportion of genetic diversity captured by m animals.

Using these definitions, it follows that c'â is the average breeding value of the new cohort, (c + Pv /L is a vector of contributions to the current generation, Pv/L is a vector of contributions made to the current generation before time t, and ((c +  Pv)' A c +  Pv))/L is the average relationship of the current generation.

The impact of the selected sires on the genetic merit of the new cohort did not depend on which dams were truncation-selected, while there was sufficient information from earlier selection decisions for OCS to estimate the average relationship of the current generation via P in Equation (1).

Animals for the reference population were selected based on p m = A m − 1 c m [ 20], where Am is a subset of the numerator relationship matrix, c is a vector representing the average relationship of m selected animals with the entire population and p is a vector of the proportion of the gene pool captured by the m animals.

The estimated average relationship of ARR/ARR males with reproductive females was similar to that of all available males whatever its genotype: 0.010 vs. 0.012 for a genealogical relationship and 0.257 vs. 0.296 for molecular coancestry, respectively.

Second, the relative constraint of each penalty on average relationship changed as the ratio of the two variations changed over time.

They showed that the accuracy of DGV for a selection candidate decreases as the average genetic relationship of the candidate to the training set individuals decreases.

Further details regarding the conversion of LS to concentration and weight average MWs, relationship of the refractive index to the molar mass of the complex, and other details are described in the Supplementary data.