W. Kunkaew, Suthat Julsrigival, C. Senthong, D. Karladee
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引用次数: 2
摘要
由3个小豆杂交组合发育成p1、p2、f1、f2、bc1和bc2 6个基本群体;2006年8月至12月,在清迈Pangda皇家农业站种植了Hondawase x Akatsukidainagon (H × A)、Hondawase x Erimo (H × E)和Akatsukidainagon x Erimo (A × E),进行世代平均分析研究。用矩阵代数方法分析了这三个小豆杂交的代均值。研究结果表明,矩阵代数方法能够分析代均值,得到基因作用的全部6个参数;M, [d], [h], [i], [j], [l]。矩阵代数法用于生成均值分析具有方便、高效、简单等优点。预计这种矩阵代数方法将成为确定基因作用参数的有效方法,这些参数将为植物产量的提高提供重要的基础信息。
Generation mean analysis in azuki bean using matrix algebra method
Six basic populations including P 1 , P 2 , F 1 , F 2 , BC 1 and BC 2 developed from three crosses of azuki bean; Hondawase x Akatsukidainagon (H x A), Hondawase x Erimo (H x E) and Akatsukidainagon x Erimo (A x E) were planted for generation mean analysis study at Pangda Royal Agricultural Station in Chiang Mai during August to December, 2006. Generation mean of these three azuki bean crosses were analysed by using matrix algebra method. Results of study indicated that matrix algebra method was able to analyse generation mean and obtained all six parameters of gene action; m, [d], [h], [i], [j] and [l] for seed yield per plant. The values of matrix algebra method for analysing generation mean were convenient efficient and simply applied to use with some softwares. It is anticipated that this matrix algebra method would be an effective way to identify the gene action parameters which these parameters will provide important basic informations for yield improvement in plants.