sci.math.research

With a irrational, let x(n) = {an}, the fractional part of {an}. What can be said about (1) The

> > The goal is to find general equations for for all 26 Probability > functions Wi

On 9/23/2017 4:10 PM, Graham Houston wrote: > Hi .. I discovered a pattern that builds a structure

William Elliot wrote: > If the union of a countable pairwise disjoint collection of > bounded,

On Tuesday, July 18, 2017 at 7:37:23 PM UTC-5, rockbr...@gmail.com wrote: > I was looking for

Does this follow from prop II.8.1.5 (p. 165) in http://wolfweb.unr.edu/homepage/bruceb/Cycr.pdf ?

I have noticed that out of 9 Heegner numbers: {1,2,3,7,11,19,43,67163} the group of four leftmost of

Consider a function $f(a,b)$ that is super-modular in $(a,b)$, increasing in both variables and

Lones Smith <lones...@gmail.com> wrote: > Assume a,b,c are positive real numbers, and

On page 292 of General Topology by Stephen Willard just before definining h(x), it's stated that

What would be the equation and curve for a perfect chain suspended in an non-homogeneous

Per https://math.stackexchange.com/questions/2230651/a-conjectured-continued- fraction-for-phi-phi

On Sunday, April 2, 2017 at 10:05:40 AM UTC-7, Pfsszxt wrote:: > I have all my math math books

In article <070320171202351509%ed...@math.ohio-state.edu.invalid>, David Hobby <david.c.

Dear Stephen, 1. All proofs of PNT, whether analytic or elementary, only define pi(n)1 heuristically

Hi, I think I noticed the same thing the other week - topologies are defined by their binary distance

On Tuesday, December 5, 2006 3:02:00 PM UTC + 1, wrote math: > Probleme ouvert > > Le

Hi Julien. I believe I have proved the result you require. Do please let me know what you think!

Let Q be the set of rational numbers. Let polynomial coefficients f_{i,j} \in Q[x_1,...,x_n] (1\le i\

Einstein <mich...@gmail.com> wrote: > The principle is as follows: You have five hundred

On 8/30/2016 7:08 AM, se19560...@gmail.com wrote: > where do i change qsort to not order

Dear Colleagues, We are glad to announce that we offer three prizes (for a total of 2500 Euros) for

On Tuesday, August 23, 2016 at 11:23:24 AM UTC-5, rockbr...@gmail.com wrote: > Algebras that are

All the approaches I've examined appear to want to codify BOUNDED quantifiers rather than the

On Sunday, August 7, 2016 at 6:30:58 PM UTC-7, Daniel S. Riley wrote: > Stephen Parrott <

Hadamard matrices exist for most sizes that are multiples of 4. A great deal of research was done to

On Friday, August 12, 2016 at 9:03:52 AM UTC-5, rockbr...@gmail.com wrote: > Let (x = U, T) denote

I mean K as defined in the context of the present thread, namely: K = \/{ {a}x(R - {q^-1(a)} | a in [

On Thu, 12 May 2016, David Cullen wrote: > Can you clarify what you mean by order isomorphism? In

On Sun, 8 May 2016, William Elliot wrote: > On Sun, 8 May 2016, David Cullen wrote: Good insights,