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Catastrophe theory

SynthÈse, 1975
Hector J Süssmann, Süssmann Hector J
exaly   +3 more sources

Theory of control of “catastrophes”

Russian Mathematical Surveys, 1998
Let ...
Kostyuchenko, A. G., Nursultanov, E. D.
openaire   +1 more source

Catastrophe theory

Physics Today, 1978
The mathematical theory of catastrophes was developed by Rene Thom and consists of models suitable for explaining the abrupt changes of discontinuous dependent variables. Such variables are called catastrophic and have been difficult to analyze because mathematics has traditionally assumed that both the independent and dependent variables are ...
Tim Poston, L. S. Schulman
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Ion channeling and catastrophe theory

Physical Review Letters, 1987
The rainbow effect in ion channeling (in very thin crystals) is considered. In the analysis the results of catastrophe theory are used. The calculations were performed for 10-MeV ${\mathrm{H}}^{+}$ ions and the 〈100〉 channel of a 1000-A\r{}-thick Au crystal.
, Neskovic, , Perovic
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Tumor Progression and Catastrophe Theory

1993
Progression is the development from bad to worse that is often observed in tumors. It can follow different courses, not only in different organs, but also in the same organ: sometimes there is a smooth, continuous progression from normal to malignant cells, sometimes suddenly a highly malignant tumor arises.
Daams, H.   +3 more
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CATASTROPHE THEORY AND THE BUSINESS CYCLE

Economic Inquiry, 1979
We use the approach of R. Thom's “Catastrophe Theory” to construct a generalization of Kaldor's 1940 trade cycle. The model allows for cyclic behavior which exhibits either rapid recoveries (recessions) or slow recoveries (depressions).
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Catastrophe Theory

Nuclear Physics B - Proceedings Supplements, 1987
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