The first linkage disequilibrium (LD) maps: delineation of hot and cold blocks by diplotype analysis
The first linkage disequilibrium (LD) maps: delineation of hot and cold blocks by diplotype analysis
Linkage disequilibrium (LD) provides information about positional cloning, linkage, and evolution that cannot be inferred from other evidence, even when a correct sequence and a linkage map based on more than a handful of families become available. We present theory to construct an LD map for which distances are additive and population-specific maps are expected to be approximately proportional. For this purpose, there is only a modest difference in relative efficiency of haplotypes and diplotypes: resolving the latter into 2-locus haplotypes has significant cost or error and increases information by about 50%. LD maps for a cold spot in 19p13.3 and a more typical region in 3q21 are optimized by interval estimates. For a random sample and trustworthy map the value of LD at large distance can be predicted reliably from information over a small distance and does not depend on the evolutionary variance unless the sample size approaches the population size. Values of the association probability that can be distinguished from the value at large distance are determined not by population size but by time since a critical bottleneck. In these examples, omission of markers with significant Hardy-Weinberg disequilibrium does not improve the map, and widely discrepant draft sequences have similar estimates of the genetic parameters. The LD cold spot in 19p13.3 gives an unusually high estimate of time, supporting an argument that this relationship is general. As predicted for a region with ancient haplotypes or uniformly high recombination, there is no clear evidence of LD clustering. On the contrary, the 3q21 region is resolved into alternating blocks of stable and decreasing LD, as expected from crossover clustering. Construction of a genomewide LD map requires data not yet available, which may be complemented but not replaced by a catalog of haplotypes.
Chromosome Mapping, Chromosomes, Human, Pair 19, Chromosomes, Human, Pair 3, Evolution, Molecular, Genotype, Haplotypes, Humans, Linkage Disequilibrium, Models, Genetic, Models, Statistical, Physical Chromosome Mapping/methods, Polymorphism, Single Nucleotide, Time Factors
2228-2233
Maniatis, N.
44b156c9-ca84-43c3-a91b-42d2d500c039
Collins, A.
2b0f10ef-06eb-4956-8fca-e6d254e9dce9
Xu, C.-F.
80bf7e38-164e-4e64-ba1c-3ff8437a624b
McCarthy, L.C.
7b189408-4e0d-4aa4-8f0c-da27072ccc25
Hewett, D.R.
8835f540-fd90-4242-88a7-f6b4dd350085
Tapper, W.
9d5ddc92-a8dd-4c78-ac67-c5867b62724c
Ennis, S.
7b57f188-9d91-4beb-b217-09856146f1e9
Ke, X.
7ce19883-4155-4457-b239-efe78e8087ff
Morton, N.E.
c668e2be-074a-4a0a-a2ca-e8f51830ebb7
19 February 2002
Maniatis, N.
44b156c9-ca84-43c3-a91b-42d2d500c039
Collins, A.
2b0f10ef-06eb-4956-8fca-e6d254e9dce9
Xu, C.-F.
80bf7e38-164e-4e64-ba1c-3ff8437a624b
McCarthy, L.C.
7b189408-4e0d-4aa4-8f0c-da27072ccc25
Hewett, D.R.
8835f540-fd90-4242-88a7-f6b4dd350085
Tapper, W.
9d5ddc92-a8dd-4c78-ac67-c5867b62724c
Ennis, S.
7b57f188-9d91-4beb-b217-09856146f1e9
Ke, X.
7ce19883-4155-4457-b239-efe78e8087ff
Morton, N.E.
c668e2be-074a-4a0a-a2ca-e8f51830ebb7
Maniatis, N., Collins, A., Xu, C.-F., McCarthy, L.C., Hewett, D.R., Tapper, W., Ennis, S., Ke, X. and Morton, N.E.
(2002)
The first linkage disequilibrium (LD) maps: delineation of hot and cold blocks by diplotype analysis.
Proceedings of the National Academy of Sciences of the United States of America, 99 (4), .
(doi:10.1073/pnas.042680999).
Abstract
Linkage disequilibrium (LD) provides information about positional cloning, linkage, and evolution that cannot be inferred from other evidence, even when a correct sequence and a linkage map based on more than a handful of families become available. We present theory to construct an LD map for which distances are additive and population-specific maps are expected to be approximately proportional. For this purpose, there is only a modest difference in relative efficiency of haplotypes and diplotypes: resolving the latter into 2-locus haplotypes has significant cost or error and increases information by about 50%. LD maps for a cold spot in 19p13.3 and a more typical region in 3q21 are optimized by interval estimates. For a random sample and trustworthy map the value of LD at large distance can be predicted reliably from information over a small distance and does not depend on the evolutionary variance unless the sample size approaches the population size. Values of the association probability that can be distinguished from the value at large distance are determined not by population size but by time since a critical bottleneck. In these examples, omission of markers with significant Hardy-Weinberg disequilibrium does not improve the map, and widely discrepant draft sequences have similar estimates of the genetic parameters. The LD cold spot in 19p13.3 gives an unusually high estimate of time, supporting an argument that this relationship is general. As predicted for a region with ancient haplotypes or uniformly high recombination, there is no clear evidence of LD clustering. On the contrary, the 3q21 region is resolved into alternating blocks of stable and decreasing LD, as expected from crossover clustering. Construction of a genomewide LD map requires data not yet available, which may be complemented but not replaced by a catalog of haplotypes.
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More information
Accepted/In Press date: 18 December 2001
e-pub ahead of print date: 12 February 2002
Published date: 19 February 2002
Keywords:
Chromosome Mapping, Chromosomes, Human, Pair 19, Chromosomes, Human, Pair 3, Evolution, Molecular, Genotype, Haplotypes, Humans, Linkage Disequilibrium, Models, Genetic, Models, Statistical, Physical Chromosome Mapping/methods, Polymorphism, Single Nucleotide, Time Factors
Organisations:
Human Genetics
Identifiers
Local EPrints ID: 24851
URI: http://eprints.soton.ac.uk/id/eprint/24851
ISSN: 0027-8424
PURE UUID: d7025ed0-a921-4eaa-88ff-1e53554d10cc
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Date deposited: 05 Apr 2006
Last modified: 16 Mar 2024 03:07
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Contributors
Author:
N. Maniatis
Author:
A. Collins
Author:
C.-F. Xu
Author:
L.C. McCarthy
Author:
D.R. Hewett
Author:
X. Ke
Author:
N.E. Morton
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