Results 221 to 230 of about 6,673 (263)
Stabilization Method as a Tool for Electronic State Spectroscopy. [PDF]
J Phys Chem ARandi PAS, Limão-Vieira P, Bettega MHF.
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Journal of Algorithms, 1997
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Noga Alon, Dmitry N. Kozlov
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Noga Alon, Dmitry N. Kozlov
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The Derivates of Arbitrary Functions Over Arbitrary Sets
The Annals of Mathematics, 1935Introduction. A comprehensive study of the distribution of the values of the derivites and approximate derivates of measurable functions has been given by J. C. Burkhill and U. S. Haslam-Jones.' In particular they show: If the function f is finite and measurable on a measurable set e, then almost everywhere on e a finite approximate derivative exists ...
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What is Arbitrary about Moral Arbitrariness?
2021Abstract John Rawls’s ‘justice as fairness’ is often cited as a central source of inspiration for luck egalitarianism, which is, correlatively, often characterized as a more refined version of justice as fairness. Rawls’s distributive hostility to morally arbitrary endowments is standardly interpreted as betraying hostility to ...
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Philosophical Topics, 1993
L'A. compare deux approches de la deduction naturelle des propositions existentielles et des propositions universelles: la premiere observe les regles de l'instantiation existentielle (EI) et de la generalisation universelle (UG), la seconde applique celles de l'elimination existentielle (∃E) et de l'introduction universelle (∀I).
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L'A. compare deux approches de la deduction naturelle des propositions existentielles et des propositions universelles: la premiere observe les regles de l'instantiation existentielle (EI) et de la generalisation universelle (UG), la seconde applique celles de l'elimination existentielle (∃E) et de l'introduction universelle (∀I).
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Complementarity for arbitrary cones
Zeitschrift für Operations Research, 1977A complementarity theorem ofDantzig andCottle, for inequality-constrained minimization problems, is generalized both to inequalities involving arbitrary cones, and to problems in complex spaces. Various known theorems on duality and converse duality then follow, for both real and complex spaces.
Bruce Desmond Craven, Bert Mond
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