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This article has quite a good amount of information, but it is not visually pleasing. I'm pretty sure it's due to the fact that the math is not in LaTeX. Tufts ( talk) 17:55, 14 April 2008 (UTC)
The first sentence, "Numerical continuation techniques have found a great degree of acceptance in the study of chaotic dynamical systems and various other systems which belong to the realm of catastrophe theory.", sounds odd, and may be misleading. Numerical continuation technqiues have found wide use in dynamical systems theory, and in applications thereof in engineering and science, full stop. Whether chaotic dynamics or "realm of catastrophe theory" finds applications, is either irrelevant or a rather narrow scope for applications. Furthermore, the reason why numerical continuation has become a popular technique is found in the fact that most numerical systems just cannot be solved for stationary (or other parameterized) solutions. — Preceding unsigned comment added by 192.38.140.57 ( talk) 13:51, 14 November 2019 (UTC)