inverse image - перевод на русский
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inverse image - перевод на русский

SET OF ALL VALUES OF A FUNCTION
Preimage; Image (function); Image (functions); Inverse image; Pre-image; Image of; Function image; Image of a function; Image of a set
  • <math>f</math> is a function from domain <math>X</math> to codomain <math>Y.</math> The yellow oval inside <math>Y</math> is the image of <math>f.</math>
  • <math>f\left(f^{-1}\left(B_3\right)\right) \subsetneq B_3.</math>
  • <math>f^{-1}\left(f\left(A_4\right)\right) \supsetneq A_4.</math>
  • green}}.
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inverse image         

математика

прообраз

прототип

inverse image         
1) прообраз
2) зеркальное изображение
pre-image         

общая лексика

обратимое множество

оригинал

первообраз

прообраз

прототип

inverse function         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function

общая лексика

обратная функция

математика

функция обратная

inverse operator         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function

математика

обратный оператор

inverse process         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function

общая лексика

обратный процесс

inverse function         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function
обратная функция
invertible function         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function

математика

обратимая функция

inverse operation         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function
обратная операция
inverse mapping         
  • The inverse of this [[cubic function]] has three branches.
  • Example of '''right inverse''' with non-injective, surjective function
FUNCTION THAT "REVERSES" ANOTHER FUNCTION: IF THE FUNCTION F APPLIED TO AN INPUT X GIVES A RESULT OF Y, THEN APPLYING ITS INVERSE FUNCTION G TO Y GIVES THE RESULT X, AND VICE VERSA. I.E., F(X) = Y IF AND ONLY IF G(Y) = X
Inverse (function); Inverse map; Inverse operation; Inverse (functions); Invertible function; Inverse operator; Inverse mapping; Inverse functions; Functional inverse; Left inverse function; Function inverse; The Inverse Operation; Inverse process; Inv (function prefix); Compositional inverse; Composition inverse; Anti-function; Antifunction; General inverse function; Partial inverse; Right inverse function

математика

обратное отображение

Определение

image intensifier
¦ noun a device used to make a brighter version of an image on a photoelectric screen.

Википедия

Image (mathematics)

In mathematics, the image of a function is the set of all output values it may produce.

More generally, evaluating a given function f {\displaystyle f} at each element of a given subset A {\displaystyle A} of its domain produces a set, called the "image of A {\displaystyle A} under (or through) f {\displaystyle f} ". Similarly, the inverse image (or preimage) of a given subset B {\displaystyle B} of the codomain of f , {\displaystyle f,} is the set of all elements of the domain that map to the members of B . {\displaystyle B.}

Image and inverse image may also be defined for general binary relations, not just functions.

Как переводится inverse image на Русский язык