bijection in Greek
bijection in Greek is αμφιμονοσήμαντη αντιστοιχία — bijection means a function that pairs each element of one set with exactly one element of another set, with none left over on either side.
bijection in Greek
αμφιμονοσήμαντη αντιστοιχία
Pronounced: amfimonosimadi adistoichia
(set theory) A one-to-one correspondence, a function which is both a surjection and an injection.
What does "bijection" mean?
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noun A function that pairs each element of one set with exactly one element of another set, with none left over on either side.
"The function that doubles every integer is not a bijection from the integers to the integers, because odd numbers are never reached."
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bijection in a sentence
- The function that doubles every integer is not a bijection from the integers to the integers, because odd numbers are never reached.
- Two finite sets have the same number of elements exactly when there is a bijection between them.
Common Greek translations
Frequently asked questions
What is "bijection" in Greek?
"bijection" in Greek is αμφιμονοσήμαντη αντιστοιχία. bijection means: A function that pairs each element of one set with exactly one element of another set, with none left over on either side.
How do you pronounce αμφιμονοσήμαντη αντιστοιχία?
"bijection" in Greek is αμφιμονοσήμαντη αντιστοιχία, pronounced "amfimonosimadi adistoichia".
How do you use "bijection" in a sentence?
Example: "The function that doubles every integer is not a bijection from the integers to the integers, because odd numbers are never reached." In Greek, "bijection" is αμφιμονοσήμαντη αντιστοιχία.
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