Results 41 to 50 of about 419,838 (64)
Quantales and Hyperstructures [PDF]
, 2016 We present a theory of lattice-enriched semirings, called \emph{quantic semirings}, which generalize both quantales and powersets of hyperrings. Using these structures, we show how to recover the spectrum of a Krasner hyperring (and in particular, a ...
Dudzik, Andrew Joseph
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On representing claims for coherent risk measures [PDF]
, 2007 We consider the problem of representing claims for coherent risk measures. For this purpose we introduce the concept of (weak and strong) time-consistency with respect to a portfolio of assets, generalizing the one defined in Delbaen [7]. In a similar
Berkaoui, Abdelkarem, Jacka, Saul D.
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Coherent Risk Measures and Upper Previsions [PDF]
In this paper coherent risk measures and other currently used risk measures, notably Value-at-Risk (VaR), are studied from the perspective of the theory of coherent imprecise previsions.
Renato Pelessoni, Paolo Vicig
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Testing for Mean-Coherent Regular Risk Spanning [PDF]
Coherent risk measures have received considerable attention in the recent literature.Coherent regular risk measures form an important subclass: they are empirically identifiable, and, when combined with mean return, they are consistent with second order ...
Melenberg, B., Polbennikov, S.Y.
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Journal of Algebraic Hyperstructures and Logical Algebras, 2023
The aim of this paper is to define an abstract quantale framework for extending some properties of the zip rings (studied by Faith, Zelmanowitz, etc.) and the weak zip rings (defined by Ouyang). By taking as prototype the quantale of ideals of a zip ring (resp. a weak zip ring) we introduce the notion of zipped quantale (resp.
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The aim of this paper is to define an abstract quantale framework for extending some properties of the zip rings (studied by Faith, Zelmanowitz, etc.) and the weak zip rings (defined by Ouyang). By taking as prototype the quantale of ideals of a zip ring (resp. a weak zip ring) we introduce the notion of zipped quantale (resp.
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mz-elements in coherent quantales
Fuzzy Sets and SystemszbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Zeitschrift für Physik D Atoms, Molecules and Clusters, 1991
The coherence parameters of excited states formed in collisions of atoms with electrons, positrons, protons and antiprotons are calculated using the Classical Trajectory Monte Carlo (CTMC) method and the results are compared to those obtained from the quantal distorted wave and close-coupling calculations.
N. Toshima, C. D. Lin
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The coherence parameters of excited states formed in collisions of atoms with electrons, positrons, protons and antiprotons are calculated using the Classical Trajectory Monte Carlo (CTMC) method and the results are compared to those obtained from the quantal distorted wave and close-coupling calculations.
N. Toshima, C. D. Lin
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The Journal of Physical Chemistry A, 2000
Charge transport in molecular and extended systems is discussed with special reference to the mixing of covalent and ionic states and the evolution of this mixing with time.
F. Remacle, R. D. Levine
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Charge transport in molecular and extended systems is discussed with special reference to the mixing of covalent and ionic states and the evolution of this mixing with time.
F. Remacle, R. D. Levine
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Topological representation and quantic separation axioms of semi-quantales [PDF]
Journal of the Egyptian Mathematical Society, 2016 An adjunction between the category of semi-quantales and the category of lattice-valued quasi-topological spaces is established. Some characterizations of quantic separation axioms, for semi-quantales and lattice-valued quasi-topological spaces, are ...
Kamal El-Saady
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Classical Versus Quantal Features in a Projected Coherent State
2015Most properties of the low lying spectra can be described in terms of few collective degrees of freedom.
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