The purpose of this grant application is to continue to develop an analytic framework, the regression models for the analysis of family data, and to facilitate the transfer of this new biostatistical methodology to genetic epidemiology through the development of the software: G.E.M.S. Many studies in the genetic epidemiology of cancer are based on families of two or more generations. Such family studies include the assessment of the role of measured risk factors taking into account specific biologic relationships, the determination of the distribution and familial correlations in age-of-onset segregation and linkage to determine the possible involvement of genes in the etiology of the disease. The desired statistical framework encompasses dependent binary and survival outcomes with regression variables, but the scope should include modeling the dependence without or with reference to genes transmitted in families according to the laws of genetics. The analytic framework is the regressive models which account for familial correlations by specifying a regression relationship between a person's phenotype and a set of explanatory variables including his genotype with respect to specific loci, the phenotypes of older relatives, and environmental and lifestyle co-variates. The appeal of this method is that it simultaneously provides for the effects resulting from important gene(s) and those resulting from complex patterns of residual familial correlations, including sib-sib, spouse-spouse, and parent-offspring phenotypic correlations, without or with reference to explicit genetic or environmental causal mechanisms. Know mechanisms are incorporated by choosing suitable parameterization. Proposed developments include broadly applicable distributions and the classifications and regression trees (CART) method for screening large numbers of markers and other risk factors. These are then adapted to do the following: Modeling and analysis of familial aggregation of disease and risk factors including genetic markers; Distribution and familial correlations in age-of-onset; Segregation and linkage analyses. The methods will be implemented in the software package G.E.M.S., which is designed to be user-friendly and portable across common computing platforms.

Agency
National Institute of Health (NIH)
Institute
National Institute on Aging (NIA)
Type
Research Project (R01)
Project #
3R01AG016996-04S1
Application #
6599138
Study Section
Special Emphasis Panel (ZRG2 (02))
Program Officer
Rossi, Winifred K
Project Start
1998-09-30
Project End
2004-08-31
Budget Start
2002-07-01
Budget End
2004-08-31
Support Year
4
Fiscal Year
2002
Total Cost
$99,910
Indirect Cost
Name
Howard University
Department
Genetics
Type
Schools of Medicine
DUNS #
056282296
City
Washington
State
DC
Country
United States
Zip Code
20059
Gonzalo, Martin; Vyn, Tony J; Holland, James B et al. (2006) Mapping density response in maize: a direct approach for testing genotype and treatment interactions. Genetics 173:331-48
Yuan, Ao; Chen, Guanjie; Yang, Qi et al. (2006) Variance components model with disequilibria. Eur J Hum Genet 14:941-52
Yuan, Ao; Apprey, Victor; Harrell, Jules P et al. (2005) A study of genetic association with electrophysiological measures related to alcoholism: GAW14 data. BMC Genet 6 Suppl 1:S126
Apprey, Victor; Afful, Joseph; Harrell, Jules P et al. (2005) Genes, age, and alcoholism: analysis of GAW14 data. BMC Genet 6 Suppl 1:S119
Yue, Qingqi; Apprey, Victor; Bonney, George E (2005) Which strategy is better for linkage analysis: single-nucleotide polymorphisms or microsatellites? Evaluation by identity-by-state-identity-by-descent transformation affected sib-pair method on GAW14 data. BMC Genet 6 Suppl 1:S16
Yuan, Ao; Chen, Guanjie; Rotimi, Charles et al. (2005) A statistical framework for haplotype block inference. J Bioinform Comput Biol 3:1021-38
Coffman, Cynthia J; Doerge, R W; Simonsen, Katy L et al. (2005) Model selection in binary trait locus mapping. Genetics 170:1281-97
Yuan, Ao; Chen, Guanjie; Chen, Yuanxiu et al. (2004) Identifying the susceptibility gene(s) in a set of trait-linked genes using genotype data. Genetics 167:1445-59
Coffman, Cynthia J; Doerge, R W; Wayne, Marta L et al. (2003) Intersection tests for single marker QTL analysis can be more powerful than two marker QTL analysis. BMC Genet 4:10
Yuan, Ao; Bonney, George E (2002) Two new recursive likelihood calculation methods for genetic analysis. Hum Hered 54:82-98

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