Results 271 to 280 of about 57,276 (313)
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Variational method in a heterojunction
Physical Review B, 1991Determination des expressions analytiques de l'energie de l'etat fondamental et de la 1ere sous-bande d'une heterojonction en fonction de la temperature et de la concentration en electrons. La difference d'energie E 10 entre la premiere sous-bande et l'etat fondamental est en accord raisonnable avec les donnees obtenues dans une heterojonction GaAs-Ga
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MODIFICATIONS TO THE VARIATE-DIFFERENCE METHOD
Biometrika, 19531-2. The variate-difference method (Anderson, 1914) is closely related to the method of moving averages, and may be regarded as having greater generality. Any moving average difference formula may be shown to be equivalent to an average of higher order differences and, consequently, results obtainable from such formulae may be obtained by ...
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Six Variations on the Variational Method
1998As a graduate student in physics at the University of Michigan many years ago I had the good fortune to take a course in function theory from Norman Steenrod that pretty much changed the course of my life. My experience in that course plus several private conversations convinced me to switch out of physics and into mathematics.
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2009
Abstract An old but generally very powerful method of approximation is the variational approach. The main ideas involved and a few applications are considered in this chapter.
Kenichi Konishi, Giampiero Paffuti
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Abstract An old but generally very powerful method of approximation is the variational approach. The main ideas involved and a few applications are considered in this chapter.
Kenichi Konishi, Giampiero Paffuti
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THE VARIATIONAL METHOD IN HYDRODYNAMICS
The Quarterly Journal of Mechanics and Applied Mathematics, 1956Lush, P. E., Cherry, T. M.
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The Variational Quantum Eigensolver: A review of methods and best practices
Physics Reports, 2022Jules Tilly +2 more
exaly
A Numerical Variational Method
Physical Review, 1952Meyerott, R. E. +3 more
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ON THE VARIATE DIFFERENCE METHOD
Australian Journal of Statistics, 1963Rao, J. N. K., Tintner, G.
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