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First total synthesis of(±)-sepicanin A 被引量:4
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作者 Jin Hui Yang Wen Qian Huang +3 位作者 jun Shan Luo Dong Dong Guo Yu Heng Zhang hong jun li 《Chinese Chemical Letters》 SCIE CAS CSCD 2012年第2期127-129,共3页
A facile approach for the first total synthesis of naturally occurring geranylated flavanoids sepicanin A has been obtained with total yield 16%starting from 2,4,6-trihydroxyacetophenone after four steps.The key step ... A facile approach for the first total synthesis of naturally occurring geranylated flavanoids sepicanin A has been obtained with total yield 16%starting from 2,4,6-trihydroxyacetophenone after four steps.The key step was the protic acids(HCl or p-TsOH)-catalyzed benzopyrone formation in a protic polar solvent by deprotection and cycUzation of chalcone in one step. 展开更多
关键词 Sepicanin A Flavanone Geranylated flavonoids Total synthesis
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Volume-preserving Fields and Reeb Fields on 3-manifolds
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作者 hong jun li 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2006年第4期971-988,共18页
Volume-preserving field X on a 3-manifold is the one that satisfies LxΩ = 0 for some volume Ω. The Reeb vector field of a contact form is of volume-preserving, but not conversely. On the basis of Geiges-Gonzalo's p... Volume-preserving field X on a 3-manifold is the one that satisfies LxΩ = 0 for some volume Ω. The Reeb vector field of a contact form is of volume-preserving, but not conversely. On the basis of Geiges-Gonzalo's parallelization results, we obtain a volume-preserving sphere, which is a triple of everywhere linearly independent vector fields such that all their linear combinations with constant coefficients are volume-preserving fields. From many aspects, we discuss the distinction between volume-preserving fields and Reeb-like fields. We establish a duality between volume-preserving fields and h-closed 2-forms to understand such distinction. We also give two kinds of non-Reeb-like but volume-preserving vector fields to display such distinction. 展开更多
关键词 Volume-preserving fields Contact forms Reeb-like fields Volume-preserving sphere Poisson matrices
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