Results 311 to 320 of about 1,262,397 (358)
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International Economic Review, 1988
The paper provides a way to formulate a general equilibrium model with both infinite time horizon and continuous uncertainty by \({\mathcal L}_{\infty}\)-commodity space, and provides a simple proof of the equivalence of equilibria in complete markets, incomplete markets with sequential trading, and incomplete markets with one-shot trades in single ...
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The paper provides a way to formulate a general equilibrium model with both infinite time horizon and continuous uncertainty by \({\mathcal L}_{\infty}\)-commodity space, and provides a simple proof of the equivalence of equilibria in complete markets, incomplete markets with sequential trading, and incomplete markets with one-shot trades in single ...
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Semantic program alignment for equivalence checking
ACM-SIGPLAN Symposium on Programming Language Design and Implementation, 2019We introduce a robust semantics-driven technique for program equivalence checking. Given two functions we find a trace alignment over a set of concrete executions of both programs and construct a product program particularly amenable to checking ...
Berkeley R. Churchill +3 more
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Deep Recursive Network Embedding with Regular Equivalence
Knowledge Discovery and Data Mining, 2018Network embedding aims to preserve vertex similarity in an embedding space. Existing approaches usually define the similarity by direct links or common neighborhoods between nodes, i.e. structural equivalence.
Ke Tu +4 more
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Clinical Pharmacology & Therapeutics, 2002
Clinical Pharmacology & Therapeutics (2002) 72, 229–237; doi: 10.1067/mcp.2002 ...
Roger L, Williams +2 more
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Clinical Pharmacology & Therapeutics (2002) 72, 229–237; doi: 10.1067/mcp.2002 ...
Roger L, Williams +2 more
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Bargaining-Equilibrium Equivalence
Journal of Mathematical Economics, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bhowmik, Anuj, Saha, Sandipan
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The Routledge Handbook of Translation and Philosophy, 2018
A $ \mathrm{f}\mathrm{i}_{11\mathrm{a}l}1\mathrm{C}\mathrm{e}$ automaton is a sixtuple $ $ , where $ $ is a finite automaton, $f$ : $Q \mathrm{x}\Sigma \mathrm{x}Q-R\cup\{-\infty\}$ is a finance function. $R$ is the set of real nulnbers and it holds $f(q,a,
Alice Leal
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A $ \mathrm{f}\mathrm{i}_{11\mathrm{a}l}1\mathrm{C}\mathrm{e}$ automaton is a sixtuple $ $ , where $ $ is a finite automaton, $f$ : $Q \mathrm{x}\Sigma \mathrm{x}Q-R\cup\{-\infty\}$ is a finance function. $R$ is the set of real nulnbers and it holds $f(q,a,
Alice Leal
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Journal of Biopharmaceutical Statistics, 1999
When the classical approach of testing the null hypothesis of equality is used and the results are not statistically significant, formal conclusions regarding the "closeness" of the treatments cannot be drawn. When the purpose of the investigation is to exhibit "closeness," misinterpretations may result in inappropriate, or even incorrect, conclusions.
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When the classical approach of testing the null hypothesis of equality is used and the results are not statistically significant, formal conclusions regarding the "closeness" of the treatments cannot be drawn. When the purpose of the investigation is to exhibit "closeness," misinterpretations may result in inappropriate, or even incorrect, conclusions.
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British Journal of Psychiatry, 1963
Since its first formulation, the concept of manic-depressive illness has been subject to successive modification and, on the whole, to progressive enlargement. It was Kraepelin, following on the attempts of Baillarger, Falret and Magnan, who grouped together all the various nosographic forms distinguished by isolated depressive or manic crises ...
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Since its first formulation, the concept of manic-depressive illness has been subject to successive modification and, on the whole, to progressive enlargement. It was Kraepelin, following on the attempts of Baillarger, Falret and Magnan, who grouped together all the various nosographic forms distinguished by isolated depressive or manic crises ...
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An introduction to affine Grassmannians and the geometric Satake equivalence
, 2016We introduce various affine Grassmannians, study their geometric properties, and give some applications. We also discuss the geometric Satake equivalence. These are the expanded lecture notes for a mini-course in 2015 PCMI summer school.
Xinwen Zhu
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Erkenntnis, 2017
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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