injective

[US]/ɪnˈdʒɛktɪv/
[UK]/ɪnˈdʒɛktɪv/
Frequency: Very High

Translation

adj. vedrørende en funktion, der bevarer særskillelse af elementer; med den egenskab, at forskellige input producerer forskellige output

Phrases & Collocations

injective function

injektiv funktion

injective mapping

injektiv afbildning

injective relation

injektiv relation

injective homomorphism

injektiv homomorfi

injective type

injektiv type

injective property

injektiv egenskab

injective set

injektiv mængde

injective design

injektivt design

injective sequence

injektiv sekvens

injective algorithm

injektiv algoritme

Example Sentences

an injective function maps distinct elements to distinct images.

en injektiv funktion afbilder forskellige elementer på forskellige billeder.

to prove that a function is injective, we need to show that if f(a) = f(b), then a must equal b.

for at bevise, at en funktion er injektiv, skal vi vise, at hvis f(a) = f(b), så skal a være lig med b.

injective mappings are essential in many areas of mathematics.

injektive afbildninger er essentielle i mange områder af matematik.

the concept of injective functions is fundamental in linear algebra.

begrebet injektive funktioner er fundamentalt i lineær algebra.

in computer science, injective functions can help optimize data retrieval.

inden for datalogi kan injektive funktioner hjælpe med at optimere datainhentning.

understanding injective relationships can aid in database design.

forståelse af injektive relationer kan hjælpe med databasedesign.

injective functions are often used in cryptography for secure communication.

injektive funktioner bruges ofte i kryptografi til sikker kommunikation.

to construct an injective function, one must ensure that each input has a unique output.

for at konstruere en injektiv funktion skal man sikre, at hvert input har et unikt output.

injective functions can be visualized using graphs to show their properties.

injektive funktioner kan visualiseres ved hjælp af grafer for at vise deres egenskaber.

many algorithms rely on the injective nature of certain functions for efficiency.

mange algoritmer er afhængige af den injektive natur af visse funktioner for effektivitet.

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