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involution ne demek?

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İngilizce - Türkçe

involution anlamı
isim
1) karmaşa
2) karışıklık
3) içe kıvrılma
4) içeri kıvrık kısım
5) türev

"involution" için örnek kullanımlar

In mathematics , an (anti-)involution, or an involutary function, is a function f that is its own inverse : f(f(x) x for all x in the
Kaynak: Involution (mathematics)

In mathematics , in semigroup theory , an involution in a semigroup is a transformation of the semigroup which is its own inverse and
Kaynak: Semigroup with involution

The term involution refers to different things depending on the writer. In some instances it refers to a process that occurs prior to
Kaynak: Involution (esoterism)

Involution refers to the shrinking or return of an organ to a former size. At a cellular level, involution is characterized by the
Kaynak: Involution (medicine)

For Indian spiritual master Meher Baba , involution is the inner path of the human soul to the Self. Baba's sense of involution writes, "The
Kaynak: Involution (Meher Baba)

In philosophy , involution refers to a situation in which a process or object is ontologically "turned in" upon itself. Involuted values
Kaynak: Involution (philosophy)

That is, matrix A is an involution if and only if A 2 I.One of the three classes of elementary matrix is involutory, namely the row-
Kaynak: Involutory matrix

One of the major characteristics of vertebrate immunology is thymic involution , the shrinking of the thymus with age, resulting in changes
Kaynak: Thymic involution

In Euclidean geometry , of special interest are involution s which are linear or affine transformation s over the Euclidean space R n.
Kaynak: Affine involution

In mathematics, a Fricke involution is the involution of the modular curve X 0(N) given by τ → –1/ N τ. It is named after Robert Fricke
Kaynak: Fricke involution

In mathematics, a Rosati involution, named after Carlo Rosati , is an involution of the endomorphism ring of an abelian variety induced by
Kaynak: Rosati involution

In mathematical finite group theory, the classical involution theorem of. txt | last Aschbacher | year1 1977a | year2 1977b | year3 1980
Kaynak: Classical involution theorem

In algebraic combinatorics , a Bender–Knuth involution is an involution on the set of semistandard tableau x, introduced by. Bender | Knuth
Kaynak: Bender–Knuth involution

In mathematics , the telephone numbers or involution numbers are a sequence of integers that count the number of ways that n subscribers
Kaynak: Telephone number (mathematics)

In mathematics , a dagger category (also called involutive category or category with involution ) is a category equipped with a certain
Kaynak: Dagger category

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