FOUNDATIONS OF MODERN POTENTIAL THEORYdoi:10.1112/blms/6.2.241N. du PlessisOxford University PressBulletin of the London Mathematical Society
Foundations of modern potential theory 来自 Semantic Scholar 喜欢 0 阅读量: 1167 作者: NS Landkof 摘要: SERIES TITLE: YEAR: 1972. PUB TYPE: Book (ISBN 3387053948 ). VOLUME/EDITION: PAGES(INTRO/BODY): x, 424 p. SUBJECT(S): Potential theory (Mathematics); Functions of complexvariables....
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A simple density functional theory is reviewed showing the essential role of correlations in forming shell structure and order within the shells. An overview of previous comparisons with molecular dynamics and Monte Carlo simulations is summarized and extended. It is shown that correlations for the ...
exact 2D analytical solutions of this boundary-value problem can be obtained for simple geometries by means of conformal transformations, the common procedure in modern aerodynamics is to compute approximate solutions numerically using the boundary-element method, i.e., applying Green's function theory...
An Exploration into the Modern Enterprise Competitive Advantage based on Potential Theory DING Yue -hua 1 , WU Jie 2 (1.School of Economics and Management, Taiyuan University of Science and Technology, Taiyuan 030024, China;2.Institute of Philosophy, Taiyuan University of Science and Technology, ...
The transition from Thomas-Fermi to modern Kohn-Sham theory is equivalent to replacing the approximate LDA functional by the exact orbital representation T exakt S [ρ ↑ ,ρ ↓ ] = σ=↑,↓ Nσ i=1 ϕ ∗ iσ (r) − 1 2 ∇ 2 ϕ iσ (r)dr. (11) 3 The transition ...
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(CSD) of system dynamics. However, resilience can also be lost in the absence of a tipping point31. Hence it is essential to independently identify tipping systems, e.g., using theory and evidence of alternative stable states and/or abrupt shifts in the past32, in spatial data, or in ...
In classical flow theory of plasticity, as mentioned in this chapter, the yield function serves as a potential for the plastic strain increments as described by eqn [12]. Hill (82) proved the existence of the dual conjugate ψ to a stress potential ϕ for rate-independent perfect plasticity...