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The special model axiom in nonstandard analysis

Journal of Symbolic Logic, 1990
κ-saturation [SL] is probably the single most useful property of nonstandard models of analysis. For some applications, however, stronger saturation hypotheses seem necessary. Henson formulated his elegant κ-isomorphism property (see [H1], and §2 below) to address this need. This property, though well-suited to certain situations (notably those arising
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Nonstandard Models and Constructivity

1982
Publisher Summary This chapter reviews an instance of constructivization. Constructive mathematics is the legacy of Brouwer's philosophy, and the relation between constructive and nonconstructive mathematics is the legacy of Hilbert's programme. The best general-purpose conservation result relating classical and intuitionistic systems of mathematics ...
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Nonstandard big bang models

Physics Letters A, 1989
Abstract The usual FRW hot big-bang cosmologies have been generalized by considering the equation of state ϱ=Anm+(γ−1)-1p, where m is the rest mass of the fluid particles and A is a dimensionless constant. Explicit analytic solutions are given for the flat case (ϵ=0).
M.O. Calvão, J.A.S. Lima
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On some uses of nonstandard models

Fundam. Informaticae, 2007
The author asks whether one can learn anything about classical mathematics by studying nonstandard models. And he shows that the answer is yes. He starts by giving such a proof of Ryll-Nardzewski's theorem stating that Peano arithmetic is not finitely axiomatizable.
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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 for a Fragment of the Arithmetic and Their Decision Problem

Mathematical Logic Quarterly, 1987
In my thesis [see Bonner Math. Schriften 61 (1973; Zbl 0279.02039)] I have introduced the theory of Very Weak Induction for open formulae VWIO, which differs from WIO (AIO) studied by \textit{J. C. Shepherdson} [Bull. Acad. Pol. Sci., Ser. Sci. Math. Astron. Phys.
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Standard and Nonstandard Log-Linear Symmetry Models for Measuring Change in Categorical Variables

American Statistician, 1996
Alexander von Eye, Christiane Spiel
exaly  

Construction of nonstandard finite difference schemes for the SI and SIR epidemic models of fractional order

Mathematics and Computers in Simulation, 2016
Gilberto González-Parra   +2 more
exaly  

A nonstandard numerical scheme of predictor–corrector type for epidemic models

Computers and Mathematics With Applications, 2010
Gilberto González-Parra   +2 more
exaly  

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