Sentences with phrase «prime number problem»

Prime Obsession tells the life story of the mid-19th-century German mathematician Bernhard Riemann, who declared the prime number problem utterly solvable and then died before completing his proof.

Not exact matches

With 10 goals in 12 appearances this term, he is about to reach his prime at the age of 26 and would solve the problems of anyone a number of sides including Manchester United and Chelsea.

But life at Number 10 is not all about crisis management as we find out about the intricacies of the prime pinisters» domestic arrangements including late - night whiskies, the delicate problem of balancing a cup of tea and a cream bun whilst explaining the poll tax - and even making sure the PM had a proper meal in the evening.

A decline in the City's quality of life is her overarching theme, with subway delays, public urination, crippling traffic and increasing numbers of homeless people on the street prime examples she offers of problems caused, or at least not adequately addressed, by Mayor de Blasio.

Zhang, for his part, has already moved on to «another important, unsolved problem in number theory» related to the Goldbach conjecture, which holds that every even number is the sum of two primes.

Extending that approach can identify primes well beyond 100, of course, but the method is far too slow and unwieldy to solve theoretical problems, like the twin prime conjecture, which can run into truly enormous numbers.

Like many problems in number theory, the twin prime conjecture appealed to him because the idea could be stated so simply, even if the solution was anything but.

Working on math alone and in total obscurity ever since he received his Ph.D. at Purdue University in 1991, Zhang had solved a problem in number theory known as the twin primes conjecture, which had confounded leading experts for millennia.

Why prime numbers clump the way they do is one of the most maddening problems in mathematics — and thanks to an unlikely hero we're starting to crack it

We also like... Books The Music of the Primes: Searching to Solve the Greatest Mystery in Mathematics Marcus du Sautoy, HarperCollins, $ 24.95 Prime Obsession: Bernhard Riemann and the Greatest Unsolved Problem in Mathematics John Derbyshire, Joseph Henry Press, $ 27.95 In 2000 the Clay Mathematics Institute in Cambridge, Massachusetts, offered $ 1 million to anyone who could crack an enduring conundrum: devising an equation to predict how many prime numbers occur within any given range of intePrime Obsession: Bernhard Riemann and the Greatest Unsolved Problem in Mathematics John Derbyshire, Joseph Henry Press, $ 27.95 In 2000 the Clay Mathematics Institute in Cambridge, Massachusetts, offered $ 1 million to anyone who could crack an enduring conundrum: devising an equation to predict how many prime numbers occur within any given range of inteprime numbers occur within any given range of integers.

A group of maths enthusiasts pooled their computer power to discover a new prime number, edging closer to a solution to the decades - old Sierpinski problem

Zhang, a mathematician at the University of New Hampshire, stunned the mathematical world in May when he reported a major step toward solving one of the oldest outstanding problems in number theory, called the twin prime conjecture (SN: 10/19/13, p. 38).

«There are going to be a number of different ways to go after this problem,» Obama said during a press conference in Ottawa with Canadian Prime Minister Stephen Harper.

Furthermore, should quantum computers ever become commonplace, everything that's currently secure could be compromised: such computers can consider many solutions to a problem at once and could quickly factor the prime numbers whose inscrutability lie at the root of modern encryption.

Often referred to as the holy grail of unsolved problems, it implies that while prime numbers display unpredictable patterns, there is an underlying orderliness determined by the zeros of the Riemann zeta function.

It's special for another reason: the discovery brings us one step closer to solving the 50 - year - old Sierpinski problem, which seeks the smallest number for which the expression k × 2n + 1 is not prime, for any n.

Miscellaneous Math Songs Action Fraction — Hap Palmer Adding and Subtracting Decimals — Jim Thompson Alligator Fractions (Teaching the Relative Values of Fractions)-- Jennifer Fixman Bar Graph Dance — Science Maniacs Check Your Work — Professor Larry Lesser Counting by 1, 2, 5 and 10 — Jennifer Fixman Cause and Effect: If... Then «Cowboy Logic» — It All Adds Up A Fraction is Part of a Whole — Jennifer Fixman Fraction Rock — Joe Crone Fractions (1/2, 1/3 and 1/4)-- Kathleen Wiley The Funky Fractions Rap — Earth Tone Productions Learning the «Greater Than» and «Less Than» Signs — Jennifer Fixman The Metric Song — Kathleen Carroll Multiplying Decimals — Jim Thompson Numbers On My Mind — Ken Whiteley Place Value — Learning Math by Song Prime Numbers — Kathleen Wiley The Prime Numbers Song — Tim Pacific Range Dog (Median, Mode, Mean and Range)-- Jim Thompson Round it Off — Mr. R's Songs That Teach Slip to the Side (Rounding Numbers)-- Joe Crone Smell My Feet (The Time Song)-- Tim Pacific Solving Word Problems — Learning Math by Song Try Again — Ken Whiteley What Place?

Solid numbers, then, and in - game the Prime performed very well, providing fast and accurate movement with no discernible acceleration problems or hiccups.

You will find many high school math elements such as word problems, percentages, ratios, averages, estimates, rounding, decimals, fractions, prime numbers, scientific notation, absolute values, square roots and pre-algebra functions.

I remember always enjoying the process of factoring whole numbers down to prime factors in order to find common denominators for fraction problems (weird I know, but true).