valuation ideal - traducción al ruso
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valuation ideal - traducción al ruso

FUNCTION IN ALGEBRA
Dedekind valuation; Valuation theory; Exponential valuation; Valued field; Complete valued field; Valuation group; Valuation ring of a valuation; Prime ideal of a valuation; Maximal ideal of a valuation; Residue field of a valuation; Value group; P-adic valuation of a Dedekind domain; Trivial valuation; Equivalence of valuations; Extension of a valuation; Reduced ramification index of an extension of valuations; Ramification index of an extension of valuations; Relative degree of an extension of valuations; Krull valuation

valuation ideal      

математика

идеал оценки

идеал нормирования

marketability         
PROCESS OF DETERMINING ECONOMIC VALUE OF AN OWNER'S INTEREST
Corporate valuation; Enterprise valuation; Marketability; Discount for lack of marketability; Total Beta
marketability noun товарность, пригодность для продажи
ideal         
WIKIMEDIA DISAMBIGUATION PAGE
Ideal (mathematics); Ideals; Ideal (disambiguation)

[ai'diəl]

общая лексика

абсолютный

дивизор

идеал

идеальный

мысленный

нереальный

несобственный

теоретический

прилагательное

общая лексика

идеальный

отличный

совершенный

превосходный

воображаемый

абстрактный

мысленный

нереальный

неосуществимый

идеальный, совершенный

воображаемый, мысленный

философия

идеалистический

синоним

perfect

существительное

[ai'diəl]

общая лексика

идеал

верх совершенства

образец

философия

идеальное

совершенное

синоним

prototype

Definición

ideal
<theory> In domain theory, a non-empty, downward closed subset which is also closed under binary least upper bounds. I.e. anything less than an element is also an element and the least upper bound of any two elements is also an element. (1997-09-26)

Wikipedia

Valuation (algebra)

In algebra (in particular in algebraic geometry or algebraic number theory), a valuation is a function on a field that provides a measure of the size or multiplicity of elements of the field. It generalizes to commutative algebra the notion of size inherent in consideration of the degree of a pole or multiplicity of a zero in complex analysis, the degree of divisibility of a number by a prime number in number theory, and the geometrical concept of contact between two algebraic or analytic varieties in algebraic geometry. A field with a valuation on it is called a valued field.

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