期刊文献+
共找到2篇文章
< 1 >
每页显示 20 50 100
Natural variation in MORE GRAINS 1 regulates grain number and grain weight in rice
1
作者 Yingchun Han qianfeng hu +9 位作者 Nuo Gong huimin Yan Najeeb Ullah Khan Yanxiu Du Hongzheng Sun Quanzhi Zhao Wanxi Peng Zichao Li Zhanying Zhang Junzhou Li 《Journal of Integrative Plant Biology》 SCIE CAS CSCD 2024年第7期1440-1458,共19页
Grain yield is determined mainly by grain number and grain weight.In this study,we identified and characterized MORE GRAINS1(MOG1),a gene associated with grain number and grain weight in rice(Oryza sativa L.),through ... Grain yield is determined mainly by grain number and grain weight.In this study,we identified and characterized MORE GRAINS1(MOG1),a gene associated with grain number and grain weight in rice(Oryza sativa L.),through map-based cloning.Overexpression of MOG1 increased grain yield by 18.6%-22.3%under field conditions.We determined that MOG1,a bHLH transcription factor,interacts with OsbHLH107 and directly activates the expression of LONELY GUY(LOG),which encodes a cytokinin-activating enzyme and the cell expansion gene EXPANSIN-LIKE1(EXPLA1),positively regulating grain number per panicle and grain weight.Natural variations in the promoter and coding regions of MOG1 between Hap-LNW and Hap-HNW alleles resulted in changes in MOG1 expression level and transcriptional activation,leading to functional differences.Haplotype analysis revealed that Hap-HNW,which results in a greater number and heavier grains,has undergone strong selection but has been poorly utilized in modern lowland rice breeding.In summary,the MOG1-OsbHLH107 complex activates LOG and EXPLA1 expression to promote cell expansion and division of young panicles through the cytokinin pathway,thereby increasing grain number and grain weight.These findings suggest that Hap-HNW could be used in strategies to breed high-yielding temperate japonica lowland rice. 展开更多
关键词 grain number grain weight MOG1 natural variation RICE
原文传递
Banach空间与格上的逼近性质和算子扩张理论
2
作者 包琪瑶 胡前锋 +1 位作者 蒋兴妮 刘锐 《中国科学:数学》 CSCD 北大核心 2023年第12期1545-1560,共16页
本文介绍近期发展的Banach空间扩张理论的主要结果,在此基础上利用Banach空间有界逼近性质与Schauder框架的等价关系,研究了有有界逼近性质的Banach空间上算子值测度的扩张和有限秩算子的扩张,并得到算子空间上完全有界算子值测度的扩... 本文介绍近期发展的Banach空间扩张理论的主要结果,在此基础上利用Banach空间有界逼近性质与Schauder框架的等价关系,研究了有有界逼近性质的Banach空间上算子值测度的扩张和有限秩算子的扩张,并得到算子空间上完全有界算子值测度的扩张结果.最后,考虑具有Schauder框架的Banach格上的算子值测度的扩张,主要关注其基本扩张空间的偏序结构,以及扩张中各映射对偏序结构的保持性质. 展开更多
关键词 扩张理论 算子值测度 有界逼近性质 算子空间 BANACH格
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部