Integration on locally compact spaces generated by positive linear functionals defined on the spaceof continuous functions with compact supportand the Riesz representation theorem, II

Witold M. Bogdanowicz

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Integration on locally compact spaces generated by positive linear functionals defined on the spaceof continuous functions with compact supportand the Riesz representation theorem, II

机译：在带有紧支撑和Riesz表示定理的连续函数空间上定义的正线性泛函在局部紧空间上的积分

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《Proceedings of the Japan Academy, Series A. Mathematical Sciences》 |1966年第9期|共页
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Witold M. Bogdanowicz;
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1. Integration on locally compact spaces generated by positive linear functionals defined on the spaceof continuous functions with compact supportand the Riesz representation theorem, I [J] . Witold M. Bogdanowicz Proceedings of the Japan Academy, Series A. Mathematical Sciences . 1966,第9期

机译：在具有紧致支持和Riesz表示定理I的连续函数空间上定义的正线性泛函生成的局部紧致空间上的积分
2. Representations of linear continuous functionals on the space $Cleft( {X,Y} ight)$ of continuous functions fromcompact $X$ into locally convex $Y$ [J] . Witold M. Bogdanowicz Proceedings of the Japan Academy, Series A. Mathematical Sciences . 1966,第10期

机译：连续函数的空间$ Cleft（{X，Y} ight）$上的线性连续函数的表示，从紧凑的$ X $到局部凸的$ Y $
3. A de Vries-type duality theorem for the category of locally compact spaces and continuous maps. II [J] . Dimov G.D. Acta mathematica Hungarica . 2011,第1a2期

机译：关于局部紧空间和连续映射的类别的de Vries型对偶定理。 II
4. A continuous physics-based electrothermal compact model for the study of non-linearities in III–V HEMTs [C] . Sadi Toufik, Schwierz Frank 2010 proceedings of the European solid-state device research conference . 2010

机译：基于连续物理的电热紧凑模型，用于研究III–V HEMT中的非线性
5. LINEAR AND ALGEBRAIC DEPENDENCE OF FUNCTIONS ON COMPACT COMPLEX SPACES WITH SINGULARITIES [O] . S. Bochner 1959

机译：具有奇异性的紧复杂空间上函数的线性和代数依赖
6. Positive continuous linear functionals on Riesz spaces and applications to minimax theorems [O] . Martellotti Anna, Salvadori Anna 1988

机译：Riesz空间上的正连续线性泛函及其在极小定理中的应用

Integration on locally compact spaces generated by positive linear functionals defined on the spaceof continuous functions with compact supportand the Riesz representation theorem, II

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