منابع مشابه
Descartes ’ Philosophical Grounds for Algebra and Geometry
Cathay Ming Lih Liu: Descartes' Philosophical Grounds for Algebra and Geometry (Under the direction of Alan Nelson) Though neither Descartes nor Fermat developed analytic geometry as we understand the mathematical discipline today, they each developed a different central feature of it. But history of mathematics has not explained their differences in mathematical aims and practice in terms of p...
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The problem of human's two domains has a significant influence on human knowledge, and since the human privilege in the universe to the other beings as well as the immateriality of the soul and so on is based on proving the soul's substance separately, it worths to search in this issue about the ideas of two Western and Islamic philosophers. Ibn Sīnā with arguments such as the "suspending man" ...
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The Descartes Rule of Signs, which establishes a bound on the number of positive roots of a polynomial with real coefficients, is extended to polynomials with complex coefficients. The extension is modified to bound the number of complex roots in a given direction on the complex plane, giving rise to the Descartes Signature of a polynomial. The search for the roots of a polynomial is sometimes ...
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ژورنال
عنوان ژورنال: The Journal of Philosophy, Psychology and Scientific Methods
سال: 1914
ISSN: 0160-9335
DOI: 10.2307/2013718