W727
Kinship Evolution for Genome Prediction and Association Study

Date: Sunday, January 13, 2013
Time: 11:20 AM
Room: Golden West
Zhiwu Zhang , Cornell University, Ithaca, NY
Qishan Wang , Shanghai Jiaotong University
Feng Tian , Cornell University, Ithaca, NY
Zhengkui Zhou , Chinese Academy of Sciences
Zhe Zhang , Chinese Agricultural University
Gang Guo , Chinese Academy of Agricultural Sciences
Alexander E. Lipka , USDA ARS-Cornell University, Ithaca, NY
Jason Peiffer , North Carolina State University, Raleigh, NC
Meng Li , nanjing Agricultural University
Yuchun Pan , Shanghai Jiaotong University
Qin Zhang , China Agricultural University, Beijing, China
Junya Li , Chinese Academy of Agricultural Sciences
Peter Bradbury , USDA ARS-Cornell University, Ithaca, NY
Rory Todhunter , Cornell University, Ithaca, NY
Edward S. Buckler , USDA-ARS and Cornell University, Ithaca, NY, Ithaca, NY
Kinship, an essential parameter in population genetics, plays an important role in both genomic prediction and genome-wide association study (GWAS). Based on pedigree, kinship coefficient was originally derived from Wright’s inbreeding coefficient, defined as the probability that an individual’s two alleles are identical by descent (IBD). The kinship coefficient between two individuals is the probability that two alleles, sampled at random from each individual, are IBD. With known genetic markers covering the entire genome, a kinship can be derived to reveal the realized relationship which is different from the pedigree expectation because of things like segregation distortion. A trait specific kinship derived for influential markers is more effective for genomic prediction. However, it must be complementary to the testing markers to gain statistical power in GWAS. Furthermore, kinship between two groups of individuals shows the advantage for both genomic prediction and GWAS to balance phenotyping error and distinguishable genetic difference among individuals.