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A Prenatal Ultrasound Study of Cerebral Cortical Sulci and Gyri Development in Fetuses With Overgrowth Syndrome and/or Cerebral Malformations due to Abnormalities in MTOR Pathway Genes. [PDF]
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Journal of Automated Reasoning, 2001
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ruben Gamboa, Matt Kaufmann
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ruben Gamboa, Matt Kaufmann
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On the strength of nonstandard analysis
The Journal of Symbolic Logic, 1986It is often asserted in the literature that any theorem which can be proved using nonstandard analysis can also be proved without it. The purpose of this paper is to show that this assertion is wrong, and in fact there are theorems which can be proved with nonstandard analysis but cannot be proved without it.
C. Ward Henson, H. Jerome Keisler
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Developments in Constructive Nonstandard Analysis
Bulletin of Symbolic Logic, 1998AbstractWe develop a constructive version of nonstandard analysis, extending Bishop's constructive analysis with infinitesimal methods. A full transfer principle and a strong idealisation principle are obtained by using a sheaf-theoretic construction due to I. Moerdijk.
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Standard foundations for nonstandard analysis
Journal of Symbolic Logic, 1992In the thirty years since its invention by Abraham Robinson, nonstandard analysis has become a useful tool for research in many areas of mathematics. It seems fair to say, however, that the search for practically satisfactory foundations for the subject is not yet completed.
David Ballard, Karel Hrbacek
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Nonstandard analysis of global attractors
Mathematical Logic Quarterly, 2015Key concepts of the theory of abstract dynamical systems are formulated in the language of nonstandard analysis (NSA). We are then able to provide simple and intuitive proofs of the basic facts. In particular, we use the NSA to give an alternative proof of the characterization of global attractors due to Ball. We also address the issue of connectedness.
Dalibor Prazák, Jakub Slavík
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2018
Nonstandard analysis is an important application of mathematical logic to the rest of mathematics. Invented in 1960, it provided a long-sought-for rigorous justification for the use of infinitely large and infinitely small (infinitesimal) quantities in the differential and integral calculus, and the first sound canon for manipulating such quantities.
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Nonstandard analysis is an important application of mathematical logic to the rest of mathematics. Invented in 1960, it provided a long-sought-for rigorous justification for the use of infinitely large and infinitely small (infinitesimal) quantities in the differential and integral calculus, and the first sound canon for manipulating such quantities.
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