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  1. Richard P. Stanley is a distinguished scholar of combinatorics, algebraic combinatorics, and enumerative combinatorics. He has written several books and papers on these topics, and is available for contact by email or phone.

    • Miscellaneous

      Introductory Lectures in Combinatorial Analysis (first few...

    • Transparencies From Recent Talks

      version for MIT Math Club, 4 May 2004 version for NSA, 16...

    • Richard P. Stanley

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    • Errata

      Errata for Conversational Problem Solving. page 51, line 4....

    • MiniCV

      Richard P. Stanley PRESENT POSITIONS: Professor of Applied...

  2. Richard Peter Stanley (born June 23, 1944) is an Emeritus Professor of Mathematics at the Massachusetts Institute of Technology, and an Arts and Sciences Distinguished Scholar at the University of Miami. From 2000 to 2010, he was the Norman Levinson Professor of Applied Mathematics. [1]

  3. Richard Stanley is a renowned algebraic combinatorist who received the Steele Prize for Lifetime Achievement in 2022. He studied at Caltech and Harvard, and taught at MIT for over four decades.

  4. Redundancy rules in phonology. R Stanley. Language, 393-436. , 1967. 625. 1967. The number of faces of a simplicial convex polytope. RP Stanley. Advances in Mathematics 35 (3), 236-238.

  5. EC1. Enumerative Combinatorics , volume 1, second edition. This is the website for Richard Stanley, Enumerative Combinatorics, volume 1, second edition, Cambridge University Press, 2011. A manuscript was submitted to Cambridge University Press on April 23, 2011. The book is now in print (Dec. 7, 2011), though the copyright date is 2012. Please ...

  6. Richard Stanley is a renowned combinatorist and emeritus professor at MIT. He shares his mathematical journey, influences, and opinions in this interview by Shaoshi Chen.

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  8. Richard P. Stanley is a renowned combinatorialist who received the 2003 Rolf Schock Prize in Mathematics. In this interview, he discusses his research, the development of combinatorics, and his early experiences with mathematics.

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