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Hereditarily covering properties of inverse sequence limits
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作者 Bin ZHAO Aili SONG Jing WEI 《Frontiers of Mathematics in China》 SCIE CSCD 2013年第4期987-997,共11页
Let {Xi,πki,ω} be an inverse sequence and X -- lim{Xi,πki,ω). If each Xi is hereditarily (resp. metaLindelSf, σ-metaLindelSf, σ-orthocompact, weakly suborthocompact, δθ-refinable, weakly θ-refinable, weakly... Let {Xi,πki,ω} be an inverse sequence and X -- lim{Xi,πki,ω). If each Xi is hereditarily (resp. metaLindelSf, σ-metaLindelSf, σ-orthocompact, weakly suborthocompact, δθ-refinable, weakly θ-refinable, weakly δθ-refinable), then so is X. 展开更多
关键词 inverse sequence limit hereditarily metaLindelofness hereditarily weakly suborthocompactness hereditarily δθ-refinability hereditarily weakly θ-refinability countable product
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Inverse Leaf Aging Sequence (ILAS) and Its Significance of Wheat 被引量:7
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作者 Zhang Song-wu Wang Chang-fa Yao You-hua 《Agricultural Sciences in China》 CAS CSCD 2011年第2期207-219,共13页
The implication of the revelation of the inverse leaf aging sequence(ILAS) of wheat needs to be probed in theory and practice.Since 2005,the comparison experiment of the ILAS and the conventional leaf aging sequence... The implication of the revelation of the inverse leaf aging sequence(ILAS) of wheat needs to be probed in theory and practice.Since 2005,the comparison experiment of the ILAS and the conventional leaf aging sequence(CLAS) has been carried out to measure the canopy temperature and some important biological parameters of wheat.In nature,there existed the phenomenon that the wheat leaves aged in an sequence opposite to the conventional sequence and some of the leaves of ILAS wheat aged sequentially differed from those of CLAS wheat,i.e.,the penultimate leaves rather than the flag leaves aged last among the leaves at different leaf positions;in correspondence with the inverse leaf aging sequence,there appeared an unconventional leaf color structure at the late fruiting stage,which had yellow upper leaves and green lower leaves,opposite to the conventional leaf color structure that had green upper leaves and yellow lower leaves;the chlorophyll concentrations,soluble protein concentrations,transpiration rates,and net photosynthetic rates of the penultimate leaves of ILAS wheat unconventionally surpassed those of their flag leaves as their growth moved forward from one stage to another stage,and the ILAS wheat characteristically presented cold canopy temperature,i.e.,a cold tail canopy temperature at the late fruiting stage,or a cold canopy temperature at the whole fruiting stage;because ILAS wheat was unique in physiological process,its kernel weights were obviously higher than those of CLAS wheat,which closely related to the "relay" kernel-filling mode,which was different from the kernel-filling mode of CLAS wheat under which the flag leaves act as the main nutrient supply source at the whole fruiting stage.This study provided a new idea and approach for the theoretical exploration on wheat fruiting and aging,wheat yield further improvement,and cold type wheat and cold tail wheat breeding. 展开更多
关键词 WHEAT inverse leaf aging sequence canopy temperature biological parameters
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GENERALIZED INVERSE RATIONAL EXTRAPOLATION METHODS FOR MATRIX SEQUENCES
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作者 Li Chunjing(Dept.of Math .,tongji Uniersity/Math ,shanghai University,Shanghai 200331,PRC)Gu Chuanqing(Dept.of Math.,Shanghai University,Shanghai 200436,PRC) 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 2000年第S1期86-90,共5页
Assume that a convergent matrix sequence{A<sub>n</sub>}:A<sub>n</sub>→A(n→∞), A<sub>n</sub>,A∈C<sup>3×3</sup>.We want to form a new matrix sequence {H<sub&... Assume that a convergent matrix sequence{A<sub>n</sub>}:A<sub>n</sub>→A(n→∞), A<sub>n</sub>,A∈C<sup>3×3</sup>.We want to form a new matrix sequence {H<sub>n</sub>}, derived from {A<sub>n</sub>}, which has also A aslimit and whose convergence is faster than the of {A<sub>n</sub>}. Three rational extrapolation meth-ods for accelerating the convergence of matrix sequences {A<sub>n</sub>} are presented in this paper.The underlying methods are based on the generalized inverse for matrices which is 展开更多
关键词 MATH GENERALIZED inverse RATIONAL EXTRAPOLATION METHODS FOR MATRIX sequenceS RATIONAL
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