



The Hilbert Property for integral points of affine smooth cubic surfaces
The Hilbert Property for integral points of affine smooth cubic surfaces ...
WatchOn some algebraic properties of CMtypes of CMfields and their reflexes
On some algebraic properties of CMtypes of CMfields and their reflexes by Ryoko OishiTomiyasu of the High Energy Accelerator Research Organization in Japan...
WatchSymmetries of Bernoulli polynomial series and ArakawaKaneko zeta functions
Symmetries of Bernoulli polynomial series and ArakawaKaneko zeta functions JournalNumberTheory Subscribe 598 189 views Add to Share More Published on May 11, 2014 Young, Paul Thomas* *Departme...
WatchOn Similarity Classes of WellRounded Sublattices of $\mathbb Z^2$
On Similarity Classes of WellRounded Sublattices of $mathbb Z^2$ by Lenny Fukshansky of Claremont McKenna College's Department of Mathematics...
WatchWild Kernels and Divisibility in KGroups of Global Fields
Wild Kernels and Divisibility in KGroups of Global Fields by Banaszak, Grzegorz from Adam Mickiewicz University Department of Mathematics and Computer Science...
WatchA oneparameter family of Dirichlet series whose coefficients are Sturmian words
A oneparameter family of Dirichlet series whose coefficients are Sturmian words  YouTube...
WatchOn the growth rate of divergent series
On the growth rate of divergent series by Mortici, Cristinel* and Rassias, Michael Th. from the Department of Mathematics at Valahia University of Targoviste...
WatchUniqueness of Optimal Mod 3 Polynomials for Parity
Uniqueness of Optimal Mod 3 Polynomials for Parity by Frederic Green, Ph.D. of the Dept. of Mathematics and Computer Science at Clark University...
WatchThe padic ArakawaKaneko zeta functions and padic Lerch transcendent
The padic ArakawaKaneko zeta functions and padic Lerch transcendent. By Young, Paul Thomas* *Department of Mathematics College of Charleston...
WatchPatterns in numbers and infinite sums and products
Patterns in numbers and infinite sums and products  YouTube...
WatchOn the zeta function associated with module classes of a number field
On the zeta function associated with module classes of a number field by Xia Gao of the School of Mathematics at Peking University...
WatchOn the Interpolation of IntegerValued Polynomials
On the Interpolation of IntegerValued Polynomials bt Volkov, V. V. and Petrov, F. V. at the SaintPetersburg Department of Steklov Institute of Mathematics of Russian Academy of Sciences ...
WatchSome Congruences of Kloosterman Sums and Their Characteristic Polynomials
Some Congruences of Kloosterman Sums and Their Characteristic Polynomials by Göloglu, F. et al. at from the School of Mathematical Sciences at the University College Dublin...
WatchOn the addition of squares of units and nonunits modulo $n$
On the addition of squares of units and nonunits modulo $n$. By Yang, QuanHui* and Tang, Min *School of Mathematics and Statistics Nanjing University of Information Science and Technology Nanjing 2...
WatchProperties of the Beurling generalized primes
Properties of the Beurling generalized primes by Rikard Olofsson of the Department of Mathematics at Uppsala University...
WatchAn elliptic curve test of the LFunctions Ratios Conjecture
An elliptic curve test of the LFunctions Ratios Conjecture by Duc Khiem Huynh, Steven J. Miller* and Ralph Morrison at *Williams College ...
WatchThe sequence of middle divisors is unbounded
The sequence of middle divisors is unbounded  The sequence of middle divisors is shown to be unbounded. For a given number n, an,0 is the number of divisors of n in between n/2‾‾‾√ and 2n‾‾‾√. We exp...
WatchBounding the Degree of Belyi Polynomials
Bounding the Degree of Belyi Polynomials by Rodriguez, Jose I. of the Department of Mathematics at the University of California, Berkeley...
WatchDistribution of cusp sections in the Hilbert modular orbifold
Distribution of cusp sections in the Hilbert modular orbifold  YouTube...
WatchOn the Behaviour of padic Lfunctions
On the Behaviour of padic Lfunctions by Prof. Tauno Metsänkylä of the University of Turku's Department of Mathematics ...
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