Budan's theorem, published in 1807 by Francois Budan de Boislaurent, is a result in mathematics that bounds the number of real roots of a polynomial within a given interval and determines the parity of that count.
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StatementBudan's theorem is a theorem for bounding the number of real roots of a polynomial in an interval, and computing the parity of this number. 1 Classification
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Source Budan's theorem - Wikipedia
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Source Budan's theorem - Wikipedia
Source Budan's theorem - Wikipedia
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1. Budan's theorem - Wikipedia
Lead paragraph, sentence 1
Budan's theorem is a theorem for bounding the number of real roots of a polynomial in an interval, and computing the parity of this number.
Lead section
It was published in 1807 by François Budan de Boislaurent.
In Branch: Algebra, Lead
Budan's theorem is a theorem for bounding the number of real roots of a polynomial in an interval
Proved By: François Budan de Boislaurent, Lead sentence, attribution
It was published in 1807 by François Budan de Boislaurent
Proved By: Joseph Fourier, Lead sentence, attribution
published independently by Joseph Fourier in 1820
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