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Experimental and Theoretical Study of Hydrogen Atom Abstraction from C2H6 and C4H10 by Zirconium Oxide Clusters Anions 被引量:1
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作者 马嘉璧 吴晓楠 +2 位作者 赵艳霞 丁迅雷 何圣贵 《Chinese Journal of Chemical Physics》 SCIE CAS CSCD 2010年第2期133-137,I0001,共6页
The reactions of anionic zirconium oxide clusters ZrxOy- with C2H6 and C4H10 are investi-gated by a time of flight mass spectrometer coupled with a laser vaporization cluster source.Hydrogen containing products Zr2O5H... The reactions of anionic zirconium oxide clusters ZrxOy- with C2H6 and C4H10 are investi-gated by a time of flight mass spectrometer coupled with a laser vaporization cluster source.Hydrogen containing products Zr2O5H- and Zr3O7H- are observed after the reaction. Den-sity functional theory calculations indicate that the hydrogen abstraction is favorable in the reaction of Zr2O5- with C2H6, which supports that the observed Zr2O5H- and Zr3O7H- are due to hydrogen atom abstraction from the alkane molecules. This work shows a newpossible pathway in the reaction of zirconium oxide cluster anions with alkane molecules. 展开更多
关键词 Time of flight mass spectrometry Zirconium oxide cluster anion Reactivity Density functional theory Hydrogen atom abstraction
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A NEGATIVE ANSWER TO A PROBLEM OF FREMLIN AND MENDOZA
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作者 叶国菊 Stefan Schwabik 《Acta Mathematica Scientia》 SCIE CSCD 2007年第4期813-820,共8页
This article studies some convergence results for the McShane integral of functions mapping the interval [0, 1] into a Banach space X from the point of view of an open problem proposed by D.H.Fremlin and J. Mendoza in... This article studies some convergence results for the McShane integral of functions mapping the interval [0, 1] into a Banach space X from the point of view of an open problem proposed by D.H.Fremlin and J. Mendoza in [2], also the authors give a negative answer to this open problem. 展开更多
关键词 Abstract function Pettis integral McShane integral
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The fundamental theory of abstract majorization inequalities
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作者 YANG DingHua 《Science China Mathematics》 SCIE 2009年第10期2287-2308,共22页
Using the axiomatic method,abstract concepts such as abstract mean,abstract convex function and abstract majorization are proposed.They are the generalizations of concepts of mean,convex function and majorization,resp... Using the axiomatic method,abstract concepts such as abstract mean,abstract convex function and abstract majorization are proposed.They are the generalizations of concepts of mean,convex function and majorization,respectively.Through the logical deduction,the fundamental theorems about abstract majorization inequalities are established as follows:for arbitrary abstract meanΣandΣ,and abstractΣ→Σstrict convex function f(x)on the interval I,if xi,yi∈I(i=1,2,...,n)satisfy that(x1,x2,...,xn)<nΣ(y1,y2,...,yn),thenΣ{f(x1),f(x2),...,f(xn)}≥Σ{f(y1),f(y2),...,f(yn)}.This class of inequalities extends and generalizes the fundamental theorem of majorization inequalities.Moreover,concepts such as abstract vector mean are proposed,the fundamental theorems about abstract majorization inequalities are generalized to n-dimensional vector space.The fundamental theorem of majorization inequalities about the abstract vector mean are established as follows:for arbitrary symmetrical convex set SRn,and n-variable abstract symmetricalΣ→Σstrict convex functionφ()on S,if,■∈S satisfynΣ■,thenφ(x)〈(y);if vector groupxi,yi∈S(i=1,2,...,m)satisfy{x1,x2,...,xm}〈Σn{y1,y2,...,ym},thenΣ{φ(x1),φ(x2),...,φ(xm)}Σ{φ(y1),φ(y2),...,φ(ym)}. 展开更多
关键词 abstract mean abstract convex function abstract majorization abstract majorization inequality
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