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IEEE Transactions on Smart Grid, 2023
For a nonlinear RLC network, Brayton and Moser have proposed the so-called general mixed potential function (GMPF) whose time-derivative is negative semi-definite.
Zhangjie Liu +5 more
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For a nonlinear RLC network, Brayton and Moser have proposed the so-called general mixed potential function (GMPF) whose time-derivative is negative semi-definite.
Zhangjie Liu +5 more
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Developments and perspectives in Nonlinear Potential Theory
, 2020Nonlinear Potential theory aims at replicating the classical linear potential theory when nonlinear equations are considered. In recent years there has been a substantial development of this subject, mostly linked to the possibility of proving pointwise ...
G. Mingione, Giampiero Palatucci
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IEEE transactions on power electronics, 2019
Large disturbance scenarios, such as pulse power load operation and load switching are commonly seen in the operation of dc microgrids. The mixed potential theory-based large-signal stability (LSS) analysis is a simple and practical method for ...
Jianbo Jiang +6 more
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Large disturbance scenarios, such as pulse power load operation and load switching are commonly seen in the operation of dc microgrids. The mixed potential theory-based large-signal stability (LSS) analysis is a simple and practical method for ...
Jianbo Jiang +6 more
semanticscholar +1 more source
, 2011 M. Brelot: Historical introduction.- H. Bauer: Harmonic spaces and associated Markov processes.- J.M. Bony: Operateurs elliptiques degeneres associes aux axiomatiques de la theorie du potentiel.- J. Deny: Methodes hilbertiennes en theory du potentiel.- J.
Brelot, Marcel
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The Theory of Economic Regulation
The Political Economy, 2021The potential uses of public resources and powers to improve the economic status of economic groups (such as industries and occupations) are analyzed to provide a scheme of the demand for regulation.
G. Stigler
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2018
The Newtonian potential, or the potential of volume, associated to the Laplace equation \(\Delta u=0\) is, by definition, the following improper integral: $$\begin{aligned} U(\xi )=-\frac{1}{(n-2)\omega _n}\int _{\Omega }\frac{f(x)}{r^{n-2}}\mathrm {d}x, \end{aligned}$$ where \(r=r_{\xi x}=\left| \overline{\xi x}\right| =\sqrt{ \sum \limits _{i ...
Marin Marin, Andreas Öchsner
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The Newtonian potential, or the potential of volume, associated to the Laplace equation \(\Delta u=0\) is, by definition, the following improper integral: $$\begin{aligned} U(\xi )=-\frac{1}{(n-2)\omega _n}\int _{\Omega }\frac{f(x)}{r^{n-2}}\mathrm {d}x, \end{aligned}$$ where \(r=r_{\xi x}=\left| \overline{\xi x}\right| =\sqrt{ \sum \limits _{i ...
Marin Marin, Andreas Öchsner
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The Integrated Cognitive Antisocial Potential (ICAP) Theory
The Oxford Handbook of Developmental and Life-Course Criminology, 2017This chapter describes an empirical test of the integrated cognitive antisocial potential (ICAP) theory based on the Cambridge Study in Delinquent Development (CSDD), which is a prospective longitudinal survey of 411 South London males beginning at age 8
D. Farrington, T. McGee
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