Results 251 to 260 of about 5,544,499 (307)
Certified Elimination of Source Candidates Under Capacity, Transit-Time, and Deadline Constraints. [PDF]
Wang Z, Zhao C, Chan C.
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Frailty and longitudinal pulmonary function trajectories in lung transplant recipients. [PDF]
Ceolin C +10 more
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Graphs and Combinatorics, 1993
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
GARGANO, Luisa +2 more
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GARGANO, Luisa +2 more
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Journal of Statistical Mechanics: Theory and Experiment, 2019
Abstract We define the capacity of a learning machine to be the logarithm of the number (or volume) of the functions it can implement. We review known results, and derive new results, estimating the capacity of several neuronal models: linear and polynomial threshold gates, linear and polynomial threshold gates with constrained ...
Pierre Baldi, Roman Vershynin
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Abstract We define the capacity of a learning machine to be the logarithm of the number (or volume) of the functions it can implement. We review known results, and derive new results, estimating the capacity of several neuronal models: linear and polynomial threshold gates, linear and polynomial threshold gates with constrained ...
Pierre Baldi, Roman Vershynin
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Econometrica, 1985
We study the problem of optimal pricing for a bundle of services characterized by two attributes (e.g., quantity and quality) and subject to capacity limitations or peakloading. An application is to services that take the form of a load-duration curve. Using separability assumptions on the demand and cost functions, we derive the optimal pricing policy
Oren, Shmuel S +2 more
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We study the problem of optimal pricing for a bundle of services characterized by two attributes (e.g., quantity and quality) and subject to capacity limitations or peakloading. An application is to services that take the form of a load-duration curve. Using separability assumptions on the demand and cost functions, we derive the optimal pricing policy
Oren, Shmuel S +2 more
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Graphs and Combinatorics, 2010
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
FACHINI, Emanuela, KORNER, JANOS
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
FACHINI, Emanuela, KORNER, JANOS
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On the optimum capacity of capacity expansion problems
Mathematical Methods of Operations Research, 2007The authors consider several capacity expansion problems. Given a finite set \(E=\{e_1, \ldots, e_n\}\) with a capacity \(c_i\) for each \(e_i\) and a family \({\mathcal F}\) of subsets \(F\) of \(E\), the goal is to find an optimal capacity value \(r^*\) such that the efficiency \(f(r^*)\) minus the cost \(\Phi(r^*)\) of the expansion is maximized ...
Chao Yang +2 more
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