Results 211 to 220 of about 13,381,982 (241)

Nuclear potential in axiomatic quantum field theory

Nuclear Physics, 1964
Abstract It is shown here that a transition from axiomatic quantum field theory to Schrodinger equation can be accomplished provided the extrapolation of the scattering matrix off the energy shell is performed in a certain way. However, if one wants an equation which is valid for all physical energies, the appropriate equation is what is called here ...
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Axiomatic Foundation of Potential Theory

1980
Publisher Summary This chapter discusses the axiomatic foundation of potential theory. Classical potential theory can more or less be characterized as the study of the equation of Laplace. It is found that, for a general open set, a candidate for the solution of the Dirichlet problem is given by the method of Perron-Wiener-Brelot method.
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Elementary Process Theory: a formal axiomatic system with a potential application as a foundational framework for physics supporting gravitational repulsion of matter and antimatter

Annalen der Physik, 2010
Theories of modern physics predict that antimatter having rest mass will be attracted by the earth's gravitational field, but the actual coupling of antimatter with gravitation has not been established experimentally. The purpose of the present research was to identify laws of physics that would govern the universe if antimatter having rest mass would ...
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Maxwell’s equations in axiomatic quantum field theory. I. Field tensor and potentials

Journal of Mathematical Physics, 1977
An approach to the investigation of the Maxwell field in the framework of axiomatic quantum field theory is presented which employs Borchers’ algebraic reformulation of Wightman theory in a modified form adapted to the special features of the electromagnetic field.
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The local character of kernel functions in axiomatic potential theory

Communications on Pure and Applied Mathematics, 1974
Jones, B. Frank jun., Kemper, John T.
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A Construction of the Kernel in Axiomatic Potential Theory

Journal of the London Mathematical Society, 1972
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Capacity in axiomatic potential theory

1972
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On axiomatic non-linear potential theory

1992
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Axiomatic theory of intuitionistic fuzzy sets

Fuzzy Sets and Systems, 2000
Mustafa Demirci
exaly  

Axiomatic scale theory

Journal of Mathematics and Music, 2020
Daniel Harasim, Martin Rohrmeier, Stefan E Schmidt   +2 more
exaly