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Composite interval mapping - PowerPoint PPT Presentation


r = r 1 + r 2 - 2 r 1 r 2 Relative position of the QTL in relation to the interval: ρ = r 1 /r 1- ρ = r 2 /r

r = r 1 + r 2 - 2 r 1 r 2 Relative position of the QTL in relation to the interval: ρ = r 1 /r 1- ρ = r 2 /r

Interval Mapping. r = r 1 + r 2 - 2 r 1 r 2 Relative position of the QTL in relation to the interval: ρ = r 1 /r 1- ρ = r 2 /r. r. r 1. r 2. B (marker). A (marker). Q (putative QTL). Interval mapping of QTL using backcross progeny. r. Q. B. A.

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403 views • 36 slides



Computational Challenges in Analyzing Complex Traits

Computational Challenges in Analyzing Complex Traits

Computational Challenges in Analyzing Complex Traits. Jun Zhu Institute of Bioinformatics Zhejiang University . 1. Mendelian Traits. Phenotypes controlled by singular genes No epistasis No GE interaction. Complex Traits. Phenotypes controlled by multiple genes

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493 views • 25 slides


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