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  1. Algorithm 7.2.2.1X for exact cover via dancing links (September 2016 and August 2017, an update of the old DANCE program above) QUEENS-DLX. Simple program to generate DLX data for the n queens problem. POLYOMINO-DLX , POLYIAMOND-DLX, and POLYCUBE-DLX. Programs to generate polyform data for the DLX solvers.

  2. Visit the Donald Knuth Lectures and Homepage for more from the master! Donald E. Knuth is a computer scientist and mathematician, whose impact on the field of programming is far-reaching. We, at Stanford Center for Professional Development, have digitized more than one hundred tapes of Knuth’s musings, lectures and selected classes, filled ...

  3. Donald Knuth. Donald Knuth en 2005. Donald Ervin Knuth ( Milwaukee, Wisconsin; 10 de enero de 1938) es un reconocido experto en ciencias de la computación estadounidense y matemático, famoso por su fructífera investigación dentro del análisis de algoritmos y compiladores. 1 . Es Profesor Emérito de la Universidad de Stanford. 2 .

  4. 高德纳. 高德納 (英語: Donald Ervin Knuth , 音譯 唐納德·爾文·克努斯 ,1938年1月10日 — ),出生於美国 密尔沃基 ,著名 计算机科学家 , 斯坦福大学 计算机系榮譽退休 教授 。. 高德纳教授為现代 计算机科学 的先驅人物,創造了 演算法 分析的領域,在數個 ...

  5. Donald E. Knuth, The Art of Computer Programming, Volumes 1–5, Addison-Wesley Professional: Volume 1: Fundamental Algorithms (3rd edition), 1997. Addison-Wesley Professional Volume 2: Seminumerical Algorithms (3rd Edition), 1997. Addison-Wesley Professional Volume 3: Sorting and Searching (2nd Edition), 1998. Addison-Wesley Professional

  6. Donald E. Knuth's five volumes on Computers & Typesetting comprise the definitive user guides and thoroughly documented program code for the TeX and METAFONT systems. This open-source software is widely used around the world by scientists, mathematicians, and others to produce high-quality, aesthetically pleasing text, especially where technical content is included.

  7. Knuth: Companion to the Papers of Donald Knuth. Companion to the Papers of Donald Knuth. (Stanford, California: Center for the Study of Language and Information, 2011), xiii+441 pages. (CSLI Lecture Notes, no. 202.) ISBN 9781575866353 (cloth), 9781575866345 (paperback) French translation of chapters 3–19 by Patrick Cégielski, Knuth par Knuth ...