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NONSTANDARD MODEL COUPLINGS IN WWV VERTEX

International Journal of Modern Physics A, 1994
Using the nonstandard model vertex for WWV coupling, the helicity amplitudes, differential cross-sections and total cross-sections for the process e+e−→W+W− as functions of κV and λV have been calculated, and compared with SM predictions. A similar calculation has also been done for the process eγ→Wνe.
A.M. HARUN AR RASHID, KH. SAIFUL ISLAM
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Numbers and models, standard and nonstandard

Mathematische Semesterberichte, 2010
The author speaks about his personal recollections of Abraham Robinson, mainly concerning nonstandard analysis and also nonstandard algebra as well as nonstandard arithmetic.
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Kinematics with Nonstandard Cable Models

2018
In this chapter, we deal with the extension of the standard kinematic model by taking realistic assumptions for the cables into account. The modeling of nontrivial winch kinematics with guiding pulleys is addressed in Sect. 7.2. The consideration of cable mass leads to sagging (Sect. 7.3) and the finite stiffness of the cables causes elastic effects in
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Nonstandard Models in Recursion Theory and Reverse Mathematics

Bulletin of Symbolic Logic, 2014
C. Chong, Wei Li, Yue Yang
semanticscholar   +1 more source

Löwenheim–Skolem theorems and nonstandard models

2018
Sometimes we specify a structure by giving a description and counting anything that satisfies the description as just another model of it. But at other times we start from a conception we try to articulate, and then our articulation may fail to pin down what we had in mind. Sets seem to have had such a fate.
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Hyperordinals and nonstandard alpha-models

1996
In this paper we extend the traditional set-theoretic notion of standard models and nonstandard models going up to alpha levels in the cumulative hierarchy, alpha any given limit ordinal. A proof of the representation theorem is given and the structure of nonstandard models is studied where the "transfer principle" holds for every (not necessarily ...
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Sequences in countable nonstandard models of the natural numbers

Studia Logica: An International Journal for Symbolic Logic, 1988
Steven C. Leth
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