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#genetic mapping

15 public questions tagged with this topic.

Plant Breeding 4

True-breeding mapping populations include:

True-breeding or immortal mapping populations maintain homozygous, non-segregating genotype across generations so that same genotype can be phenotyped repeatedly in different environments and years. Examples include doubled haploid lines where chromosome doubling produces instant homozygosity, recombinant inbred lines after F6 selfing, and near-isogenic lines that differ only at introgressed segment. F2, BC1F1, and testcross populations are transient and heterozygous, segregating each generation, unsuitable for replicated phenotyping because genotype changes upon selfing and allele frequencies

Ref: Paterson AH et al. Mendelian mapping populations; Snape & Parker DH as true-breeding mapping resource 2007

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Plant Breeding 4

RILs are developed by:

Recombinant Inbred Lines are immortal homozygous mapping population developed by repeatedly selfing progeny from single cross through single seed descent without selection for six to eight generations. Starting from F2, one seed per plant is advanced randomly; heterozygosity halves each generation, approaching 99% homozygosity by F6, genotype fixed as mixture of parental alleles in homozygous form through recombination. Each RIL represents unique mosaic of parental chromosomes after multiple recombination events, capturing increased mapping resolution compared to F2 due to accumulated crossove

Ref: Burr & Burr 1991 RIL development; Singh & Singh Plant Breeding – SSD repeated selfing method

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Plant Breeding 4

QTLs are associated with:

Quantitative Trait Loci are genomic regions contributing to continuously varying traits that show distribution overlapping between phenotypes rather than discrete classes. Traits like grain yield, plant height, days to flowering, oil content, and drought tolerance are governed by many genes of small effect plus environmental modification, producing normal bell curve distribution in segregating population. Each QTL explains proportion of phenotypic variance, detected via statistical linkage between marker genotype and trait mean in mapping populations such as F2, RILs, or DH using interval mapp

Ref: Lynch M & Walsh B Quantitative Genetics; Tanksley SD 1993 – Mapping polygenes continuous traits – QTL Genetics

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Linkage Mapping and Tetrad analysis

Tetrad analysis provides more accurate mapping because

Tetrad analysis advantage derives from completeness all four chromatids from same meiosis scored simultaneously in one ascus, revealing not only parental versus recombinant classification but also whether recombination involved two, three, or four chromatids and detecting rare gene conversions showing aberrant ratios. Random spore analysis samples single product per meiosis randomly, losing correlation among sister chromatids and requiring larger sample for same precision, missing conversion events. Including all products directly yields more accurate recombination estimate with fewer meioses,

Ref: Griffiths et al., Introduction to Genetic Analysis, 12th ed., Chapter 5: Tetrad Analysis Accurate Because All Products Analyzed

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Linkage Mapping and Tetrad analysis

Which condition gives complete interference?

Complete interference represents extreme case crossover suppression where formation one chiasma eliminates ability second chiasma to form nearby in same chromosome arm. Observable consequence zero double crossover progeny when interval small less than 10-15 cM, leading coefficient coincidence zero because observed DCO divided by expected equals zero regardless expectation magnitude. Interference calculation one minus zero equals one signifying 100 percent suppression. Condition arises from meiotic chromosome axis mechanics enforcing obligate crossover and even spacing via interference signalin

Ref: Hartl & Ruvolo, Genetics, 6th ed., Chapter 5: No Double Crossovers Gives Complete Interference

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Linkage Mapping and Tetrad analysis

Ordered tetrad analysis allows determination of

Ordered tetrads preserve meiosis I versus meiosis II segregation information through linear spore arrangement that reflects spindle orientation during both divisions. This allows distinction first division segregation without gene-centromere crossover versus second division segregation with crossover between gene and centromere. Counting SDS asci yields direct estimate recombination between any single gene and its centromere using half SDS frequency formula. Unordered tetrads lack spatial order so FDS and SDS indistinguishable, precluding centromere mapping entirely. Therefore ordered system u

Ref: Griffiths et al., Introduction to Genetic Analysis, 12th ed., Chapter 5: Ordered Tetrads Allow Gene-Centromere Mapping

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Linkage Mapping and Tetrad analysis

In tetrad analysis, maximum recombination frequency possible is

Recombination frequency measures proportion recombinant chromatids among total chromatids examined. For two markers, even when unlinked and assorting independently, maximum half chromatids become recombinant because random chromatid involvement and independent orientation yields equal parental and recombinant recovery. In tetrads formula with TT divided two plus NPD over total cannot exceed 0.5 × total, corresponding 50 percent or 50 centimorgans limit ceiling. Higher crossover numbers generate parental restoration via double exchanges involving same chromatids, keeping RF at 50 percent ceilin

Ref: Griffiths et al., Introduction to Genetic Analysis, 12th ed., Chapter 5: Maximum 50 Percent RF in Tetrad Analysis

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Linkage Mapping and Tetrad analysis

A 1:1:1:1 arrangement of alleles in tetrad indicates

Ordered tetrad arrangement displaying 1:1:1:1 pattern alleles like alternating AAaaAAaa blocks or ABab interleaving indicates alleles remained together through meiosis I due crossover between gene and centromere preventing separation at first division. Heterozygous daughter nuclei after first division segregate alleles only at second division, generating alternating genotype blocks rather than contiguous blocks. This pattern defines second division segregation, contrasting with first division segregation where identical alleles cluster together contiguously. Counting such alternating asci yiel

Ref: Griffiths et al., Introduction to Genetic Analysis, 12th ed., Chapter 5: Alternating 1:1:1:1 Indicates SDS Gene-Centromere Exchange

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Linkage Mapping and Tetrad analysis

If SDS frequency is 40%, distance between gene and centromere is

Given SDS frequency 40 percent among ordered octads scored in Neurospora, gene-centromere recombination equals half that value because only half chromatids recombinant per SDS tetrad with two parental two recombinant configuration. Therefore distance equals 20 percent or 20 centimorgans, representing moderate linkage to centromere. Calculation steps: percent SDS = number SDS asci divided total asci ×100 =40, then half =20 cM final distance. This distance lies within typical centromere-proximal to intermediate region demonstrating measurable linkage. Knowledge allows ordering genes relative cen

Ref: Griffiths et al., Introduction to Genetic Analysis, 12th ed., Chapter 5: SDS 40 Percent Maps To 20 cM Example

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Linkage Mapping and Tetrad analysis

Distance between gene and centromere is calculated as

When second division segregation occurs, only two of four chromatids involved in single crossover become recombinant with respect centromere, two remain parental genotype. Recombination frequency therefore half of SDS asci proportion because half chromatids show recombination per tetrad. Map distance in centimorgans equals half percent SDS, calculated as percent SDS divided by two or SDS frequency ×50. Example illustrates 60 percent SDS corresponds 30 map units. Calculation assumes no chromatid interference and multiple crossovers rare. For very distal genes multiple exchanges may cause SDS pl

Ref: Griffiths et al., Introduction to Genetic Analysis, 12th ed., Chapter 5: Gene-Centromere Distance Half SDS Formula

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Linkage and Mapping

Distance between two genes is measured in

Genetic distance quantifies meiotic recombination probability not physical DNA length. Alfred Sturtevant defined arbitrary map unit as one percent crossover between markers later named centimorgan honouring Thomas Hunt Morgan. Physical distance measured in base pairs or nanometers reflects double helix length while centimorgan reflects exchange frequency varying with chromatin structure hotspot distribution and interference. Two genes recombining in one percent meioses lie one centimorgan apart allowing construction of linkage maps where additive distances approximate chromosome organisation t

Ref: Nature Scitable, Genetic Recombination and Gene Mapping; Griffiths et al., Chapter 5: Centimorgan Definition Mapping

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Gene Dissection and Complementation

In somatic cell hybridization, human chromosomes are lost preferentially in hybrids with

Human-mouse somatic hybrids preferentially lose human chromosomes because mouse spindle apparatus cannot stably maintain human centromeres leading to gradual elimination during successive divisions whereas mouse chromosomes segregate faithfully due to compatibility with cellular machinery. Initial fusion product contains tetraploid genome complement then human chromosomes shed randomly. Resulting clones retain one to few human chromosomes ideal for correlation mapping of genes to chromosomes. Hybrids with plant or yeast partners incompatible and nonviable making mouse partner standard for huma

Ref: Hartl & Ruvolo, Genetics, 6th ed., Chapter 5: Human Chromosome Loss in Mouse Hybrids Preferential Elimination

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