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Broughan, Kevin A. - Department of Mathematics, University of Waikato
The holomorphic flow of Riemann's function (z). Version: 21st March 2003
A note on Casimir operators for the generalized upper half plane Kevin A. Broughan
Some Divisibility Properties of Binomial Coecients and Wolstenholme's Conjecture
Gram lines and the average of the real part of the Riemann zeta Kevin A. Broughan and A. Ross Barnett
Odd multiperfect numbers of abundancy four uevin eF froughn nd izhi hou
Relationships between the integer conductor and k'th root Draft: 22nd March 2002
Corrigenda for Holomorphic Flows on Simply Connected Regions have No Limit Cycles
On the missing values of n! mod p Kevin A. Broughan and A. Ross Barnett
Restricted Divisor Sums Kevin A. Broughan
Extension of the Riemann -function's logarithmic derivative positivity region to near the critical strip
On the Furstenberg closure of a class of binary recurrences
A note on Lehmer's Euler phi function conjecture uevin eF froughn nd tethro vn ikeren
ASYMPTOTIC ORDER OF THE SQUARE-FREE PART OF N! Kevin A. Broughan
The holomorphic flow of the Riemann Zeta function Version: 31st May 2002
Square Free Factorization for the integers and beyond Kevin A. Broughan and Timothy E. Stokes
An arithmetic extension of van der Waerden's theorem on arithmetic progressions
Vanishing of the integral of the Hurwitz zeta function Draft 14th June 2001
Linear law for the logarithms of the Riemann periods at simple critical zeta zeros.
Corrigendum for The holomorphic ow of the Riemann Zeta uevin eF froughn nd eF oss frnett
Corrigendum II: Holomorphic ow of the Riemann zeta function uevin eF froughn nd eF oss frnett
Holomorphic flows on simply connected regions have no limit Version: 16th May 2002
Article 01.2.2 Journal of Integer Sequences, Vol. 4 (2001),2
Adic Topologies for the Rational Integers Version:7th June 2002
Characterizing the Sum of Two Cubes Version: 18th December 2003.
Relaxations of the ABC conjecture using integer k'th roots Version: 18th July 2004
Harmonic sets and the harmonic prime number theorem Version: 9th September 2004
The average order of the Dirichlet series of the gcd-sum function Kevin A. Broughan
Evaluating Jacquet's GL(n) Whittaker function Version: 4th November 2005
On the subsequence of primes having prime subscripts. Kevin A. Broughan and A. Ross Barnett
An algorithm for the explicit evaluation of GL(n) Kloosterman sums Version: 21st September 2005
Flat primes and thin primes Kevin A. Broughan and Zhou Qizhi
Submitted to Topology Proceedings