(arithmetic) The arithmetic operator consisting of repeated exponentiation, by analogy with exponentiation being repeated multiplication and multiplication being repeated addition, ᵇᵃ denoting a to the power of a to the power of … to the power of a, in which a appears b times..
예문
You don't ordinarily hear much about tetration because it is so powerful an operation that tetrating even very small numbers with each other produces inordinately large numbers. A tetration is worked out below.
⁴²#61;2#123;(2#123;(#123;2²#125;)#125;)#125;
#61;2#123;(#123;2⁴#125;)#125;
#61;2#123;16#125;
#61;64,536
Repeated exponentiation—called tetration—is so rare that a shorthand for it is hardly worth the trouble, appealing only to research mathematicians. Most professional engineers and scientists never encounter tetration, and the shorthand for it is seldom taught anywhere but in mathematics departments. But it doesn't stop there, and for the almost-unheard-of "multiple tetration" there is yet a stronger cousin operation, waiting in the wings.
Tetration is usually symbolized with a number drawn to the upper left of another number, as opposed to the upper right used for exponents. Let's look at an example: what is 2 tetrated to the 4th? We would draw this as a 2 with a little 4 to the upper left side: ⁴². This is equivalent to 2#123;2#123;2²
현재 검증된 한국어 뜻은 준비 중이며 영어 정의는 “(arithmetic) The arithmetic operator consisting of repeated exponentiation, by analogy with exponentiation being repeated multiplication and multiplication being repeated addition, ᵇᵃ denoting a to the power of a to the power of … to the power of a, in which a appears b times.”입니다.
tetration의 동의어는 무엇인가요?
주요 동의어는 exponential map, hyper4, hyperpower, power tower입니다.
tetration의 반의어는 무엇인가요?
정확한 반대말은 사용된 의미에 따라 달라집니다.
tetration를 문장에서 어떻게 쓰나요?
You don't ordinarily hear much about tetration because it is so powerful an operation that tetrating even very small numbers with each other produces inordinately large numbers. A tetration is worked out below.
⁴²#61;2#123;(2#123;(#123;2²#125;)#125;)#125;
#61;2#123;(#123;2⁴#125;)#125;
#61;2#123;16#125;
#61;64,536