Searching for "Space of valuations." – sorted by Relevance.
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Spaces of Valuations
- Spaces of Valuations Reinhold Heckmann FB 14 -- Informatik, Prof. Wilhelm Universitat des
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Introduction Space of Valuations
- Introduction Space of Valuations March 14, 2008 The general framework of this paper is a
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A Domain-Theoretic Banach-Alaoglu Theorem, Festschrift for Klaus Keimel
- theorems follow concerning the stable compactness of spaces of valuations on a topological space. We
- Cited by 2 (1 self) – Add To MetaCart
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Extension of Valuations on Locally Compact Sober Spaces.
- Extension of valuations on locally compact sober spaces. (preliminary version) Mauricio Alvarez
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Graded hermitian forms and Springer’s theorem
- ’s generalization. We work in terms of valuations on vector spaces and the graded structures arising from
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Entailment Relations and Distributive Lattices
- of valuations of a field, space of bounded linear functionals, . . . can be represented as distributive lattices
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Extremal Metrics On Graphs I
- of view) deformation spaces of valuations on nite graphs, and study functions over these deformation
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Coherent Risk Measures, Valuation Bounds, and (µ,ρ)-Portfolio Optimization
- -dimensional) linear spaces. The valuation theory presented seems to fill a gap between arbitrage valuation on the one
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A Direct Proof of the Localic Hahn-Banach Theorem
- , the space of valuations associated to a field, and the space Fn E of linear functionals of norm not exceding
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Non-recombining trees for the pricing of interest rate derivatives in the BGM/J framework
- accuracy depends only weakly on the dimensionality of the sam- pling space. For the valuation of options
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