Results 51 to 60 of about 134 (102)
Srinivasa Ramanujan and signal-processing problems. [PDF]
Vaidyanathan PP, Tenneti S.
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On a problem on a generalization of Euler's totient function [PDF]
John M. Campbell
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On the Ratio of the Sum of Divisors and Euler's Totient Function II
Summary: We find the form of all solutions to \(\varphi (n)/ \sigma (n)\) with three or fewer prime factors, except when the quotient is 4 and \(n\) is even. For Part I see J. Integer Seq. 16, No. 8, Article 13.8.8, 16 p. (2013; Zbl 1342.11008).
Kevin Broughan, Qizhi Zhou
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Monotone Nondecreasing Sequences of the Euler Totient Function
AbstractLet M(x) denote the largest cardinality of a subset of $$\{n \in \mathbb {N}: n \le x\}$$ { n ∈ N : n ≤ x } on ...
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On Euler’s totient function [PDF]
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Distribution of values of general Euler totient function
Let $Φ_k(n)=|\{ (x_1, x_2, \cdots, x_k)\in \left(\mathbb{Z}/n\mathbb{Z}\right)^k; \ \gcd(x_1^2+x_2^2+ \cdots+ x_k^2, n)=1\}|$ be a general totient function introduced first by Caldéron et. al. Motivated by the classical works of Schoenberg, Erdős, Bateman and Diamond on the distribution of $Φ_1(n)$, we prove results on the joint distribution of $Φ_k(n)$
Banerjee, Debika +3 more
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A secure and fair joint E-lottery protocol. [PDF]
Chen CL, Liao YH, Tsaur WJ.
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NEW NUMBERS ON EULER'S TOTIENT FUNCTION WITH APPLICATIONS.
Shahbaz Ali, Adnan Ali
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Set-theoretical entropies of Euler's totient function and other number theoretical special functions [PDF]
Fatemah Ayatollah Zadeh Shirazi +1 more
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Reset tree-based optical fault detection. [PDF]
Lee DG, Choi D, Seo J, Kim H.
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