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On the jointly continuous utility representation problem

机译:关于联合连续效用表示问题

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Submetrizable k(omega)-spaces seem to be interesting in the study of finite dimensional State Preference Models and in ordering of distributions of wellbeing. In these applications the existence of utilities representing families of preorders is important. In the present paper we are interested in the problem of the jointly continuous utility representations for submetrizable k(omega)-spaces. We found a right and natural generalization of Back's Theorem. We improve the results in the paper A. Caterino and R. Ceppitelli (2015) [8]. (C) 2019 Elsevier B.V. All rights reserved.
机译:在有限维状态偏好模型的研究中以及在福祉分布的排序中,可度量化的k(ω)空间似乎很有趣。在这些应用中,代表预购系列的实用程序的存在很重要。在本文中,我们对可度量的k(ω)空间的联合连续效用表示问题感兴趣。我们发现了Back定理的正确自然的概括。我们在论文A. Caterino和R. Ceppitelli(2015)[8]中提高了结果。 (C)2019 Elsevier B.V.保留所有权利。

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