Examples of 'totient' in a sentence
Meaning of "totient"
totient (adjective) - a mathematical term used in number theory to refer to a certain property of integers related to coprime numbers
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- The number of positive integers not greater than a specified integer that are relatively prime to it.
How to use "totient" in a sentence
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totient
Every primorial is a sparsely totient number.
A nontotient is a natural number which is not a totient number.
It is also a sparsely totient number.
Euler totient theorem.
As they showed, every primorial is sparsely totient.
Is a perfect totient number.
The totient function also plays a key role in the definition of the RSA encryption system.
The valency or multiplicity of a totient number m is the number of solutions to this equation.
It is a generalization of Euler 's totient.
Euler totient rule.
Question related to Euler's totient function.
Highly totient number.
The order of that group is φ ( n ) where φ denotes Euler 's totient function.
It is the sum of the totient function for the first twelve integers.
Ford 's early work focused on the distribution of Euler 's totient function.
See also
Is the sum of the totient function for the first eight integers.
If p is not prime, the totient is smaller.
Euler 's totient function is then the number of totatives of.
Main article, Carmichael 's totient function conjecture.
Euler 's totient function φ ( n ) counts the number of totatives of n.
Here φ is Euler's totient function.
Euler 's totient function φ ( n ) is the number of positive integers less than n and coprime to n.
Refers to Euler's totient function.
And, Euler 's totient theorem is a generalization of Fermat 's little theorem.
It is also the sum of the totient function for the first ten integers.
Euler 's totient function, Number of numbers coprime to ( and not bigger than ) a given one.
Is the sum of Euler 's totient function for the first fourteen integers.
Euler 's totient function φ ( n ) in number theory ; also called Euler 's phi function.
Lehmer 's totient problem.
Jordan 's totient function.
On perfect totient numbers " PDF.
He coined the term " totient " for Euler 's totient function φn.
