
Statistical Approach to Genetic Epidemiology : Concepts and Applications, with an e-Learning Platform.
Title:
Statistical Approach to Genetic Epidemiology : Concepts and Applications, with an e-Learning Platform.
Author:
Ziegler, Andreas.
ISBN:
9783527633661
Personal Author:
Edition:
2nd ed.
Physical Description:
1 online resource (518 pages)
Contents:
Cover -- Title page -- Contents -- Foreword to the First Edition -- Foreword to the Second Edition -- Preface -- Acknowledgments -- 1 Molecular Genetics -- 1.1 Genetic information -- 1.1.1 Location of genetic information -- 1.1.2 Interpretation of genetic information -- 1.1.3 Translation of genetic information -- 1.2 Transmission of genetic information -- 1.3 Variations in genetic information -- 1.3.1 Individual differences in genetic information -- 1.3.2 Detection of variations -- 1.3.3 Probability for detection of variations -- 1.4 Problems -- 2 Formal Genetics -- 2.1 Mendel and his laws -- 2.2 Segregation patterns -- 2.2.1 Autosomal dominant inheritance -- 2.2.2 Autosomal recessive inheritance -- 2.2.3 X-chromosomal dominant inheritance -- 2.2.4 X-chromosomal recessive inheritance -- 2.2.5 Y-chromosomal inheritance -- 2.3 Complications of Mendelian segregation -- 2.3.1 Variable penetrance and expression -- 2.3.2 Age-dependent penetrance -- 2.3.3 Imprinting -- 2.3.4 Phenotypic and genotypic heterogeneity -- 2.3.5 Complex diseases -- 2.4 Hardy-Weinberg law -- 2.5 Problems -- 3 Genetic Markers -- 3.1 Properties of genetic markers -- 3.2 Types of genetic markers -- 3.2.1 Short tandem repeats -- 3.2.2 Single nucleotide polymorphisms (SNPs) -- 3.3 Genotyping methods for SNPs -- 3.3.1 Restriction fragment length polymorphism analysis -- 3.3.2 Real-time polymerase chain reaction -- 3.3.3 Matrix assisted laser desorption/ionization time of flight genotyping -- 3.3.4 Chip-based genotyping -- 3.3.5 Choice of genotyping method -- 3.4 Problems -- 4 Data Quality -- 4.1 Pedigree errors -- 4.2 Genotyping errors in pedigrees -- 4.2.1 Frequency of genotyping errors -- 4.2.2 Reasons for genotyping errors -- 4.2.3 Mendel checks -- 4.2.4 Checks for double recombinants -- 4.3 Genotyping errors and Hardy-Weinberg equilibrium (HWE).
4.3.1 Causes of deviations from HWE -- 4.3.2 Tests for deviation from HWE for SNPs -- 4.3.3 Tests for deviation from HWE for STRs -- 4.3.4 Measures for deviation from HWE -- 4.3.5 Tests for compatibility with HWE for SNPs -- 4.4 Quality control in high-throughput studies -- 4.4.1 Sample quality control -- 4.4.2 SNP quality control -- 4.5 Cluster plot checks and internal validity -- 4.5.1 Cluster compactness measures -- 4.5.2 Cluster connectedness measures -- 4.5.3 Cluster separation measures -- 4.5.4 Genotype stability measures -- 4.5.5 Combinations of criteria -- 4.6 Problems -- 5 Genetic Map Distances -- 5.1 Physical distance -- 5.2 Map distance -- 5.2.1 Distance -- 5.2.2 Specific map functions -- 5.2.3 Correspondence between physical distance and map distance -- 5.2.4 Multilocus feasibility -- 5.3 Linkage disequilibrium distance -- 5.4 Problems -- 6 Family Studies -- 6.1 Family history method and family study method -- 6.2 Familial correlations and recurrence risks -- 6.2.1 Familial resemblance -- 6.2.2 Recurrence risk ratios -- 6.3 Heritability -- 6.3.1 The simple Falconer model -- 6.3.2 The general Falconer model -- 6.3.3 Kinship coefficient and Jacquard's Δ7 coefficient -- 6.4 Twin and adoption studies -- 6.4.1 Twin studies -- 6.4.2 Adoption studies -- 6.5 Critique on investigating familial resemblance -- 6.6 Segregation analysis -- 6.7 Problems -- 7 Model-Based Linkage Analysis -- 7.1 Linkage analysis between two genetic markers -- 7.1.1 Linkage analysis in phase-known pedigrees -- 7.1.2 Linkage analysis in phase-unknown pedigrees -- 7.1.3 Linkage analysis in pedigrees with missing genotypes -- 7.2 Linkage analysis between a genetic marker and a disease -- 7.2.1 Linkage analysis between a genetic marker and a disease in phase-known pedigrees -- 7.2.2 Linkage analysis between a genetic marker and a disease in general cases.
7.2.3 Gain in information by genotyping additional individuals -- power calculations -- 7.3 Significance levels in linkage analysis -- 7.4 Problems -- 8 Model-Free Linkage Analysis -- 8.1 The principle of similarity -- 8.2 Mathematical foundation of affected sib-pair analysis -- 8.3 Common tests for affected sib-pair analysis -- 8.3.1 The maximum LOD score and the triangle test -- 8.3.2 Score- and Wald-type 1 degree of freedom tests -- 8.3.3 Affected sib-pair tests using alleles shared identical by state -- 8.4 Properties of affected sib-pair tests -- 8.5 Sample size and power calculations for affected sib-pair studies -- 8.5.1 Functional relation between identical by descent probabilities and recurrence risk ratios -- 8.5.2 Sample size and power calculations for the mean test using recurrence risk ratios -- 8.6 Extensions to multiple marker loci -- 8.7 Extension to large sibships -- 8.8 Extension to large pedigrees -- 8.9 Extensions of the affected sib-pair approach -- 8.9.1 Covariates in affected sib-pair analyses -- 8.9.2 Multiple disease loci in affected sib-pair analyses -- 8.9.3 Estimating the position of the disease locus in affected sib-pair analyses -- 8.9.4 Typing unaffected relatives in sib-pair analyses -- 8.10 Problems -- 9 Quantitative Traits -- 9.1 Quantitative versus qualitative traits -- 9.2 The Haseman-Elston method -- 9.2.1 The expected squared phenotypic difference at the trait locus -- 9.2.2 The expected squared phenotypic difference at the marker locus -- 9.3 Extensions of the Haseman-Elston method -- 9.3.1 Double squared trait difference -- 9.3.2 Extension to large sibships -- 9.3.3 Haseman-Elston revisited and the new Haseman-Elston method -- 9.3.4 Power and sample size calculations -- 9.4 Variance components models -- 9.4.1 The univariate variance components model -- 9.4.2 The multivariate variance components model.
9.5 Random sib-pairs, extreme probands and extreme sib-pairs -- 9.6 Empirical determination of p-values -- 9.7 Problems -- 10 Fundamental Concepts of Association Analyses -- 10.1 Introduction to association -- 10.1.1 Principles of association -- 10.1.2 Study designs for association -- 10.2 Linkage disequilibrium -- 10.2.1 Allelic linkage disequilibrium -- 10.2.2 Genotypic linkage disequilibrium -- 10.2.3 Extent of linkage disequilibrium -- 10.3 Problems -- 11 Association Analysis in Unrelated Individuals -- 11.1 Selection of cases and controls -- 11.2 Tests, estimates, and a comparison -- 11.2.1 Association tests -- 11.2.2 Choice of a test in applications -- 11.2.3 Effect measures -- 11.2.4 Selection of the genetic model -- 11.2.5 Association tests for the X chromosome -- 11.3 Sample size calculation -- 11.4 Population stratification -- 11.4.1 Testing for population stratification -- 11.4.2 Structured association -- 11.4.3 Genomic control -- 11.4.4 Comparison of structured association and genomic control -- 11.4.5 Principal components analysis -- 11.5 Gene-gene and gene-environment interaction -- 11.5.1 Classical examples for gene-gene and gene-environment interaction -- 11.5.2 Coat color in the Labrador retriever -- 11.5.3 Concepts of interaction -- 11.5.4 Statistical testing of gene-environment interactions -- 11.5.5 Statistical testing of gene-gene interactions -- 11.5.6 Multifactor dimensionality reduction -- 11.6 Problems -- 12 Family-based Association Analysis -- 12.1 Haplotype relative risk -- 12.2 Transmission disequilibrium test (TDT) -- 12.3 Risk estimates for trio data -- 12.4 Sample size and power calculations for the TDT -- 12.5 Alternative test statistics -- 12.6 TDT for multiallelic markers -- 12.6.1 Test of single alleles -- 12.6.2 Global test statistics -- 12.7 TDT type tests for different family structures.
12.7.1 TDT type tests for missing parental data -- 12.7.2 TDT type tests for sibship data -- 12.7.3 TDT type tests for extended pedigrees -- 12.8 Association analysis for quantitative traits -- 12.9 Problems -- 13 Haplotypes in Association Analyses -- 13.1 Reasons for studying haplotypes -- 13.2 Inference of haplotypes -- 13.2.1 Algorithms for haplotype assignment -- 13.2.2 Algorithms for estimating haplotype probabilities -- 13.3 Association tests using haplotypes -- 13.4 Haplotype blocks and tagging SNPs -- 13.4.1 Selection of markers by haplotypes or linkage disequilibrium -- 13.4.2 Evaluation of marker selection approaches -- 13.5 Problems -- 14 Genome-wide Association (GWA) Studies -- 14.1 Design options in GWA studies -- 14.2 Genotype imputation -- 14.2.1 Imputation algorithms -- 14.2.2 Quality of imputation -- 14.3 Statistical analysis of GWA studies -- 14.4 Multiple testing -- 14.4.1 Region-wide multiple testing adjustment by simulation -- 14.4.2 Genome-wide multiple testing adjustment by simulation -- 14.4.3 Multiple testing adjustment by effective number of tests -- 14.5 Analysis of accumulating GWA data -- 14.5.1 Multistage designs for GWA studies -- 14.5.2 Replication in GWA studies -- 14.5.3 Meta-analysis of GWA studies -- 14.6 Clinical impact of a GWA study -- 14.6.1 Evaluation of a genetic predictive test -- 14.6.2 Clinical validity of a single genetic marker -- 14.6.3 Clinical validity of multiple genetic markers -- 14.7 Outlook -- 14.8 Problems -- Appendix -- Algorithms Used in Linkage Analyses -- A.1 The Elston-Stewart algorithm -- A.1.1 The fundamental ideas of the Elston-Stewart algorithm -- A.1.2 The Elston-Stewart algorithm for a trait and a linked marker locus -- A.2 The Lander-Green algorithm -- A.2.1 The inheritance vector at a single genetic marker -- A.2.2 The inheritance distribution given all genetic markers.
A.3 The Cardon-Fulker algorithm.
Abstract:
This is the second edition of the successful textbook written by the prize-winning scientist Andreas Ziegler, former President of the German Chapter of the International Biometric Society, and Inke Konig, who has been teaching the subject over many years. The book gives a comprehensive introduction into the relevant statistical methods in genetic epidemiology. The second edition is thoroughly revised, partly rewritten and includes now chapters on segregation analysis, twin studies and estimation of heritability. The book is ideally suited for advanced students in epidemiology, genetics, statistics, bioinformatics and biomathematics. Like in the first edition the book contains many problems and solutions and it comes now optionally with an e-learning course created by Friedrich Pahlke. This e-learning course has been developed to complement the book. Both provide a unique support tool for teaching the subject.
Local Note:
Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2017. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.
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Electronic Access:
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