Geometry. The fifth proposition of the first book of Euclid's Elements, which states that the angles at the base of an isosceles triangle are…
| 单词 | θ114855 |
| 释义 | the world > relative properties > number > mathematics > [noun] > mathematical enquiry > proposition > theorem > specific theorem (23) pons asinorum1718 Geometry. The fifth proposition of the first book of Euclid's Elements, which states that the angles at the base of an isosceles triangle are… Fermat's theorem1845 Used attributively or in the possessive to designate certain results and concepts introduced by Fermat, as Fermat's last theorem, a famous theorem… Bernoulli's theorem1865 Applied to various principles, theorems, etc., formulated by members of the Bernoulli family (see quots.). Fermat's last theorem1865 Used attributively or in the possessive to designate certain results and concepts introduced by Fermat, as Fermat's last theorem, a famous theorem… Fourier's theorem1880 Used attributively or in the possessive to designate certain principles enunciated by Fourier and many mathematical expressions and techniques… remainder theorem1886 the theorem that if a polynomial f(x) is divided by (x − a) the remainder will be f(a), the value of the polynomial for x = a. Stokes' theorem1893 Used in the possessive and attributively to designate concepts and phenomena discovered by Stokes or… the theorem that the line integral of a… Jordan('s) (curve) theorem1900 Jordan curve, any curve that is topologically equivalent to a circle, i.e. is closed and does not cross itself; so Jordan('s) (curve) theorem, the… Waring's theorem1920 Used to designate a conjecture, published by Waring in 1770 and proved by Hilbert in 1909, that every integer is equal to the sum of not more than g s… Gödel's theorem1933 the demonstration that in any system of axioms there must be formulas which are true but neither provable nor disprovable within the system, thus… maximin1953 = max-min, n. incompleteness theorem1955 spec. in Logic and Mathematics (see incomplete, adj. 2b) Also attributive in incompleteness theorem n. the mathematical proof of incompleteness (cf… Schwarz inequality1955 Used attributively and in the possessive to designate the various forms of the theorem which states that the square of the sum of a set of products… Subcategories:— relating to functions (7) — relating to prime numbers (2) — relating to series (1) |
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