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NP-complete problems / Theoretical computer science / Sudoku / Puzzle video games / Mathematics of Sudoku / Sudoku algorithms / Crossword / Backtracking / Gordon Royle / Mathematics / Logic puzzles / Recreational mathematics


YOUR CHALLENGE: Insert a number from 1 to 9 in each cell without repeating
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Document Date: 2008-01-14 18:48:07


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City

Dresden / Tokyo / Indianapolis / Lille / /

Company

Dell / the New York Times / Computer Science Laboratory / London Times / SCIENTIFIC AMERICAN INC. / the Daily Telegraph / /

Country

Germany / France / Japan / United Kingdom / /

Facility

Technical University / University of Sciences / Small Latin square / National University of Ireland / Latin square / University of Western Australia / University of Marseilles / Computer Science Laboratory of Lille / State University / GORDON ROY L E University of Western Australia / /

IndustryTerm

possible solutions / exhaustive search / golden chain / nd solutions / software programs / chosen solution / partial solutions / search space / /

Organization

National Center for Scientiļ¬c Research / University of Sciences and Technologies of Lille in France / National University of Ireland / Technical University / University of Western Australia / State University / University of Marseilles / /

Person

Takahiro Seta / Leonhard Euler / CHRIS T I A NS / Jerome Rothstein / BOB H A RRIS / Howard Garns / JEAN-PAUL DELAHAYE / Jarvis Sudoku / Wayne Gould / JEN CHRIS / CHRIS T I A NSEN / Philippe Roussel / Alain Colmerauer / Will Shortz / Gary McGuire / Gordon Royle / Yato Seta / Ed Pegg / Jr. / Tom Davis / /

/

Position

architect / researcher / elementary operapatetic retired judge / player / mathematician / AUTHOR / crossword editor / 18thcentury mathematician / professor of computer science / /

ProgrammingLanguage

Prolog / php / /

ProvinceOrState

Western Australia / Ohio / /

PublishedMedium

SCIENTIFIC AMERICAN / the Daily Telegraph / the New York Times / /

Region

Western Australia / /

Technology

html / solution algorithm / backtracking algorithm / /

URL

www.geometer.org/mathcircles / http /

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