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Backbone phylogeny of Salix based on genome skimming data
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作者 Kai-Yun Chen Jin-DanWang +5 位作者 Rui-Qi Xiang Xue-Dan Yang Quan-Zheng Yun Yuan Huang Hang Sun Jia-Hui Chen 《Plant Diversity》 2025年第2期178-188,共11页
The genus Salix is a common component of the Northern Hemisphere dendroflora with important ecological and economic value.However,taxonomy and systematics of Salix is extremely difficult and relationships between main... The genus Salix is a common component of the Northern Hemisphere dendroflora with important ecological and economic value.However,taxonomy and systematics of Salix is extremely difficult and relationships between main lineages,especially deep phylogenies,remain largely unresolved.In this study,we used genome-skimming,plastome assembly,and single-copy orthologs(SCOs)from 66 Salix accessions,along with publicly available plastome and sequence read archive(SRA)datasets to obtain a robust backbone phylogeny of Salix,clarify relationships between its main lineages,and gain a more precise understanding of the origin and diversification of this species-rich genus.The plastome and SCO datasets resolved Salix into two robust clades,with plastome-based phylogenies lacking inner resolution and SCO offering fully resolved phylogenies.Our results support the classification of Salix into five subgenera:Salix,Urbaniana,Triandrae,Longifoliae and Vetrix.We observed a significant acceleration in the diversification rate within the Chamaetia-Vetrix clade,while Salix exhibited increased rates of diversification spanning from the early Oligocene to the late Miocene.These changes coincided with contemporaneous tectonic and climate change events.Our results provide a foundation for future systematic and evolutionary studies of Salix.Additionally,we showed that genome skimming data is an efficient,rapid,and reliable approach for obtaining extensive genomic data for phylogenomic studies,enabling the comprehensive elucidation of Salix relationships. 展开更多
关键词 SALIX Genome skimming PHYLOGENOMICS Orthologous coding sequencing subgeneric classification
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SUBGENERATORS OF C-SEMIGROUPS ON l^2
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作者 Jine Shi Sufen Cai 《Analysis in Theory and Applications》 2009年第3期297-300,共4页
This paper gives some results about the subgenerators of special C-semigroups on l^2, partly answers the problem mentioned in [1].
关键词 C-semigroup GENERATOR subgenerator the smallest subgenerator
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Holomorphic Curves into Projective Varieties Intersecting Closed Subschemes in Subgeneral Position
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作者 Qingchun JI Jun YAO Guangsheng YU 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2022年第6期1023-1032,共10页
In this paper,the authors introduce the index of subgeneral position for closed subschemes and obtain a second main theorems based on this notion.They also give the corresponding Schmidt’s subspace type theorem via t... In this paper,the authors introduce the index of subgeneral position for closed subschemes and obtain a second main theorems based on this notion.They also give the corresponding Schmidt’s subspace type theorem via the analogue between Nevanlinna theory and Diophantine approximation. 展开更多
关键词 Nevanlinna theory Second main theorem Holomorphic curve Subgeneral position Closed subschemes Schmidt’s subspace theorem
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