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Arithmetic function

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  • On Fixed Points of Iterations Between the Order of Appearance and the Euler Totient Function

    On Fixed Points of Iterations Between the Order of Appearance and the Euler Totient Function

  • Arxiv:Math/0201082V1

    Arxiv:Math/0201082V1

  • Fixed Points of Certain Arithmetic Functions

    Fixed Points of Certain Arithmetic Functions

  • On Some New Arithmetic Functions Involving Prime Divisors and Perfect Powers

    On Some New Arithmetic Functions Involving Prime Divisors and Perfect Powers

  • Problem Solving and Recreational Mathematics

    Problem Solving and Recreational Mathematics

  • On Product Partitions of Integers

    On Product Partitions of Integers

  • Primes in Arithmetical Progression

    Primes in Arithmetical Progression

  • On the Parity of the Number of Multiplicative Partitions and Related Problems

    On the Parity of the Number of Multiplicative Partitions and Related Problems

  • Randell Heyman School of Mathematics and Statistics, University of New South Wales, Sydney, New South Wales, Australia Randell@Unsw.Edu.Au

    Randell Heyman School of Mathematics and Statistics, University of New South Wales, Sydney, New South Wales, Australia [email protected]

  • Diophantine Equations with Arithmetic Functions and Binary Recurrences Sequences

    Diophantine Equations with Arithmetic Functions and Binary Recurrences Sequences

  • Some Arithmetic Functions of Factorials in Lucas Sequences

    Some Arithmetic Functions of Factorials in Lucas Sequences

  • Arithmetic Functions and Operators

    Arithmetic Functions and Operators

  • On the Composition of Some Arithmetic Functions, II

    On the Composition of Some Arithmetic Functions, II

  • An Elementary Proof of the Prime Number Theorem

    An Elementary Proof of the Prime Number Theorem

  • A Dedekind Psi Function Inequality N

    A Dedekind Psi Function Inequality N

  • Arxiv:2006.16491V2 [Math.NT] 8 Jul 2020 Li( Oaihi Nerlfnto Li( Function Integral Logarithmic Nters Fti Ae.Tepienme Hoe Ttsthat States Theorem Number Prime the Paper

    Arxiv:2006.16491V2 [Math.NT] 8 Jul 2020 Li( Oaihi Nerlfnto Li( Function Integral Logarithmic Nters Fti Ae.Tepienme Hoe Ttsthat States Theorem Number Prime the Paper

  • 18 Dirichlet L-Functions, Primes in Arithmetic Progressions

    18 Dirichlet L-Functions, Primes in Arithmetic Progressions

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  • Robin Inequality for 7−Free Integers
  • Handbook of Number Theory Ii
  • Elementary Number Theory WISB321
  • Fourteenth International Conference on Fibonacci Numbers and Their Applications
  • Arxiv:1709.04799V2 [Math.NT] 7 Apr 2019
  • 3. Arithmetic Functions 3.1. Arithmetic Functions. These Are Functions F : N → N Or Z Or Maybe C, Usually Having Some Arithmetic Significance
  • Elementary Number Theory and Its Applications
  • Some Open Questions
  • On the Parity of the Order of Appearance in the Fibonacci Sequence
  • Euler's Constant: Euler's Work and Modern Developments
  • Arithmetic Functions
  • Diophantine Equations with Arithmetic Functions and Binary Recurrences Sequences
  • The Math Encyclopedia of Smarandache Type Notions [Vol. I
  • A Counting Function for the Sequence of Perfect Powers
  • Arxiv:1707.05406V2 [Math.CO] 19 Nov 2018 for Some Integer N ≥ 2
  • On an Arithmetic Function Considered by Pillai Tome 21, No 3 (2009), P
  • Practical Homomorphic Encryption Over the Integers for Secure Computation in the Cloud
  • Problem Solving and Recreational Mathematics


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