A method for QTL localization framework of quantitative traits of trees based on Richards equation
A technology of quantitative traits and positioning framework, applied in the field of bioinformatics analysis, can solve problems such as incompleteness
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Embodiment 1
[0136]Using A computational framework Meng Xu et al., Published formapping the timingof vegetative phase change (New Phytologist; 211: 750-60,2016) stem height growth data disclosed an example of the present invention will be further described in detail. Sample data from the body to Yangke Long deltoides (I-69) as the female parent, Western poplar clones (I-45) male parent to give 450 artificial hybrid progeny, uniform field planted in Jiangsu Zhang Jilin (34.14 ° N, 117.38 ° W). Phenotypic data application includes 64 randomly chosen parent and progeny I-69, I-45 were male forest poplar samples 66 before 14 years (1987-2010) the growth of stem height and diameter growth Growth data, genetic data information distribution SNP 156 362 19 chromosomes. Gene SNP data 94591 is the measured cross mark, hybridization 61,771 SNP markers. Means one marker test cross parents are heterozygous, and the other is homozygous; labeled hybridization from two heterozygous parents.
[0137] 1. poplar...
Embodiment 2
[0193] 1. Fit the growth data of poplar sample diameters using the Aunton Method.
[0194] The Richard equation is fitted with the number of pitched phenotypic data of the above poplar, and the estimation parameters of the equation are obtained. Richard equations are shown in equation (3):
[0195]
[0196] Among them, B 1 Representing growth limit; B 2 Represents shape parameters; b 3 It is the parameter associated with the growth rate, Y represents the fitting value of the diameter growth.
[0197] The fit Richard equation is fitted through the least squares method; the search method of the estimated parameter is BFGS to be Newton Method, find the Richard estimation parameters such that the diameter phenotype value is square and the smallest value residual, specifically via the R language General optimization method OPTIM function implementation.
[0198] Figure 5 The Richard growth curve of the poplar diameter, wherein the light-color curve is a growth curve of 66 samples, a...
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