Results 131 to 140 of about 255,154 (162)
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Convex Parametric Programming in Abstract Spaces
Optimization, 2002This article studies stability and optimality for convex parametric programming models in abstract spaces. Necessary conditions for continuity of the feasible set mapping are given in complete metric spaces. This continuity is characterized for models in which the space of decision variables is reflexive Banach space.
M. Asgharian, S. Zlobec
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State space reduction in abstract interpretation of parallel programs
Proceedings of 1994 IEEE International Conference on Computer Languages (ICCL'94), 2002Traditional compiler techniques operating on control flow graphs are not adequate for analyzing parallel programs where data can flow from one node to another through the shared memory, even though the nodes are not related by control flow edges. Abstract interpretation provides a general and unified framework for program analyses, and can be applied ...
null Jyh-Herng Chow, W.L. Harrison
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Journal of Optimization Theory and Applications, 1985
The programming problem under consideration consists in maximizing a concave objective functional, subject to convex operator inequality contraints. The assumptions include the existence of an optimum solution, Fréchet differentiability of all operators involved, the existence of the topological complement of the null space of the Fréchet derivative of
Buie, R. N., Abraham, J.
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The programming problem under consideration consists in maximizing a concave objective functional, subject to convex operator inequality contraints. The assumptions include the existence of an optimum solution, Fréchet differentiability of all operators involved, the existence of the topological complement of the null space of the Fréchet derivative of
Buie, R. N., Abraham, J.
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2020 IEEE International Professional Communication Conference (ProComm), 2020
This paper explores the potential of graduate professional development programs for multimodal STEAM communication training.
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This paper explores the potential of graduate professional development programs for multimodal STEAM communication training.
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Mathematische Operationsforschung und Statistik. Series Optimization, 1980
In this paper the duality theory for continuous linear programming problems is extended to problems defined in spaces of -p-times BocHNEB-integrable abstract functions (1 < p < ∞). Two duality theorems are proved, the first one including the existence of a primal optimal solution, the second one the existence of a dual optimal solution. As introduction
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In this paper the duality theory for continuous linear programming problems is extended to problems defined in spaces of -p-times BocHNEB-integrable abstract functions (1 < p < ∞). Two duality theorems are proved, the first one including the existence of a primal optimal solution, the second one the existence of a dual optimal solution. As introduction
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Cancer Research, 2009
Abstract Over the past five years extensive coherent data has been assembled into probabilistic causal models of diseases. These models show the potential power of generating larger and more comprehensive models. Leveraging significant datasets generated by the Genetics group at Rosetta, the compute clusters, and know-how, we have ...
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Abstract Over the past five years extensive coherent data has been assembled into probabilistic causal models of diseases. These models show the potential power of generating larger and more comprehensive models. Leveraging significant datasets generated by the Genetics group at Rosetta, the compute clusters, and know-how, we have ...
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2014
Program and book of abstracts of the 3rd LINEE+ Conference - Linguistic and Cultural Diversity in Space and Time (28-30 April 2014, Dubrovnik)
Iveković Martinis, Anja, Lah, Josip
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Program and book of abstracts of the 3rd LINEE+ Conference - Linguistic and Cultural Diversity in Space and Time (28-30 April 2014, Dubrovnik)
Iveković Martinis, Anja, Lah, Josip
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Integrative oncology: Addressing the global challenges of cancer prevention and treatment
Ca-A Cancer Journal for Clinicians, 2022Jun J Mao,, Msce +2 more
exaly

