Results 241 to 250 of about 70,822 (291)
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Nonuniform lowness and strong nonuniform lowness
Journal of Computer Science and Technology, 1994zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Hongzhou Li, Guanying Li
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The Review of Economic Studies, 1984
We consider optimal nonuniform pricing schedules, where the price depends upon the amount purchased. Such schedules are regularly used by public utilities and other services. Welfare-optimal nonuniform prices are related to the theory of optimal uniform prices developed by Ramsey.
Goldman, M. Barry +2 more
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We consider optimal nonuniform pricing schedules, where the price depends upon the amount purchased. Such schedules are regularly used by public utilities and other services. Welfare-optimal nonuniform prices are related to the theory of optimal uniform prices developed by Ramsey.
Goldman, M. Barry +2 more
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Physical Review E, 2008
We consider circular ensembles with nonuniform weight functions. We investigate the universality of short-range and long-range level fluctuations, which are important in the study of quantum chaotic systems. We analyze a set of hierarchic relations among the correlation functions to obtain the level density for a wide class of potentials and to ...
Sandeep, Kumar, Akhilesh, Pandey
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We consider circular ensembles with nonuniform weight functions. We investigate the universality of short-range and long-range level fluctuations, which are important in the study of quantum chaotic systems. We analyze a set of hierarchic relations among the correlation functions to obtain the level density for a wide class of potentials and to ...
Sandeep, Kumar, Akhilesh, Pandey
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Geometriae Dedicata, 2003
Let \(X\) be a locally finite tree, then \(G=\Aut(X)\) is a locally compact group with compact open vertex stabilizers \(G_x\), \(x\in VX\). We say \(X\) is a `uniform' tree, if \(G\setminus X\) is finite, otherwise \(X\) is a `non-uniform' tree. A subgroup \(\Gamma\subset G\) is `discrete' if \(\Gamma_x\) is finite for some, and hence every vertex \(x\
Carbone, Lisa, Rosenberg, Gabriel
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Let \(X\) be a locally finite tree, then \(G=\Aut(X)\) is a locally compact group with compact open vertex stabilizers \(G_x\), \(x\in VX\). We say \(X\) is a `uniform' tree, if \(G\setminus X\) is finite, otherwise \(X\) is a `non-uniform' tree. A subgroup \(\Gamma\subset G\) is `discrete' if \(\Gamma_x\) is finite for some, and hence every vertex \(x\
Carbone, Lisa, Rosenberg, Gabriel
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Nonuniform Bertrand Competition
Econometrica, 1992Summary: Using a standard model of nonuniform pricing, properties are derived for both free entry and limited entry Bertrand equilibrium in nonuniform strategies. These properties follow from the feasibility of Bertrand undercutting with nonuniform prices. When there is free entry, zero- profit minimum average cost production occurs in equilibrium. If,
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Nonuniform sampling by quantiles
Journal of Magnetic Resonance, 2018A flexible strategy for choosing samples nonuniformly from a Nyquist grid using the concept of statistical quantiles is presented for broad classes of NMR experimentation. Quantile-directed scheduling is intuitive and flexible for any weighting function, promotes reproducibility and seed independence, and is generalizable to multiple dimensions.
D. Levi Craft +3 more
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The Nonuniform Transmission Line
Proceedings of the IRE, 1932The problem of transmission of periodic waves along a transmission line, whose series impedance and shunt admittance per unit length very as any powers of the distance from some point, is solved. The solution is given in terms of Bessel functions. A length of such a line is considered as a four-terminal network, and the more important parameters of the
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Computer Aided Geometric Design, 2003
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Klaus Höllig, Ulrich Reif
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Klaus Höllig, Ulrich Reif
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EIGENFREQUENCIES OF NONUNIFORM BEAMS
AIAA Journal, 1963Summary Most of the approximate methods (Rayleigh-Ritz, iteration, etc.) for computing eigenfrequencies of structures yield upper bounds. Lower bounds are usually less easy to estimate and often present larger discrepancies from the exact values. There are cases, however, where methods of mass and/or flexibility decomposition, applicable to composite ...
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