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General mathematical principles of continuum systems.
As Paul Dirac said, "Anyone who appreciates the fundamental harmony connecting the way Nature runs and general mathematical principles must feel that a theory with the beauty and elegance of Einstein's theory has to be substantially correct".
What motivated others to make such comparisons was the publication by Brouwer in international journals of weak counterexamples that showed how these also affected very general mathematical principles such as trichotomy for real numbers (see above, section 3.2).
AIMS uses a comprehensive academic model that grounds its students in general mathematical and computational concepts and shows them how to apply those principles to real-world situations.
It is the most typical expression of general mathematical thinking.
He specialized in research methods, mathematical sociology and science manpower studies, and he was among the first in his profession to apply mathematical principles to quantitative social analysis.
Many bemoan a lack of general mathematical literacy.
Werner's work focused on applying mathematical principles to geography, according to UCI.
It was argued that geometric and mathematical principles of general validity could be deduced from the style.
That alternative kind of stability derives from another mathematical principle: the mathematics associated with exponential growth.
In general, Newton emphasizes the mathematical nature of his philosophy; he calls attention to this in the full title of the Principia: Mathematical Principles of Natural Philosophy.
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