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Work with the Polymath project was featured by Notices of the AMS

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The Polymath8 participants was featured on the June/July cover of Notices of the American Mathematical Society, the world’s most widely read mathematical journal. The photographs on the cover portray thirteen of the fifteen people, including a team of top mathematicians, as being primary participants of the Polymath8 project that improved dramatically the bound of prime gaps, based on the

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Work with the Polymath project was published on Algebra & Number Theory

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The work with the Polymath project was published on Algebra & Number Theory. D. H. J. Polymath, et al. New equidistribution estimates of Zhang type. Algebra & Number Theory, 2014, 8(9): 2067-2199. [DOI] Polymath8a authors: Wouter Castryck, Etienne Fouvry, Gergely Harcos, Emmanuel Kowalski, Philippe Michel, Paul Nelson, Eytan Paldi, Janos Pintz, Andrew V. Sutherland, Terence Tao,

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Work with the Polymath project was published on Research in the Mathematical Sciences

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The work with the Polymath project was published on Research in the Mathematical Sciences. D. H. J. Polymath, et al. Variants of the Selberg sieve, and bounded intervals containing many primes.Research in the Mathematical Sciences, 2014, 1(12): 1-83. [DOI] Here is the list of Polymath8b authors (arranged in alphabetical order of surname): Ignace Bogaert, Aubrey de Grey, Gergely

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Smart traffic signals listed as 25 Great Things About Computer Science at Carnegie Mellon University

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The smart and scalable urban traffic control system (invented by Xie, et al.) is listed in 25 Great Things  about Computer Science at Carnegie Mellon University. What’s so great about computer science at Carnegie Mellon? We’re glad you asked! Here are 25 great ideas from CMU computer scientists to think about as we celebrate the birthday of the

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Work with the Polymath project was reported by Der Spiegel

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This work with the Polymath8 project was to find narrow gaps between primes. … Mal steuerte Xiao-Feng Xie einen Vorschlag bei, ein Robotikexperte aus Pittsburgh. Mal meldete sich Terence Tao aus Los Angeles, den einige für den brillantesten aller lebenden Mathematiker halten. Wieder andere Anregungen kamen von einem Anonymus, der sich nur als v08ltu zu erkennen gab.

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Solving the Magic Square Problem Using Modern Heuristic Methods

This problem is to solve the Magic Square Problem (constrained and unconstrained versions), a combinatorial optimization problem, using modern heuristic methods. Magic squares have been a source of fascination since ancient times, over 4,000 years. A magic square is a square matrix of size n, containing each of the numbers 1 to n2 exactly once, in which

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