Strategy-stealing argument (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Strategy-stealing argument" in English language version.

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Beck, József (2008), Combinatorial Games: Tic-Tac-Toe Theory, Encyclopedia of Mathematics and its Applications, vol. 114, Cambridge: Cambridge University Press, p.65, 74, doi:10.1017/CBO9780511735202, ISBN 9780511735202, MR 2402857.
Hales, A. W.; Jewett, R. I. (1963), "Regularity and positional games", Transactions of the American Mathematical Society, 106 (2): 222–229, doi:10.2307/1993764, JSTOR 1993764, MR 0143712.

arxiv.org

Bodwin, Greg; Grossman, Ofer (2019-11-15). "Strategy-Stealing is Non-Constructive". arXiv:1911.06907 [cs.DS].
Bodwin, Greg; Grossman, Ofer (2019-11-15). "Strategy-Stealing is Non-Constructive". arXiv:1911.06907 [cs.DS].

books.google.com

Beck, József (2008), Combinatorial Games: Tic-Tac-Toe Theory, Encyclopedia of Mathematics and its Applications, vol. 114, Cambridge: Cambridge University Press, p.65, 74, doi:10.1017/CBO9780511735202, ISBN 9780511735202, MR 2402857.
Bishop, J. M.; Nasuto, S. J.; Tanay, T.; Roesch, E. B.; Spencer, M. C. (2016), "HeX and the single anthill: Playing games with Aunt Hillary", in Müller, Vincent C. (ed.), Fundamental Issues of Artificial Intelligence (PDF), Synthese Library, vol. 376, Springer, pp. 369–390, doi:10.1007/978-3-319-26485-1_22, ISBN 978-3-319-26483-7. See in particular Section 22.2.2.2, The Strategy-Stealing Argument, p. 376.

doi.org

Beck, József (2008), Combinatorial Games: Tic-Tac-Toe Theory, Encyclopedia of Mathematics and its Applications, vol. 114, Cambridge: Cambridge University Press, p.65, 74, doi:10.1017/CBO9780511735202, ISBN 9780511735202, MR 2402857.
Hales, A. W.; Jewett, R. I. (1963), "Regularity and positional games", Transactions of the American Mathematical Society, 106 (2): 222–229, doi:10.2307/1993764, JSTOR 1993764, MR 0143712.
Bishop, J. M.; Nasuto, S. J.; Tanay, T.; Roesch, E. B.; Spencer, M. C. (2016), "HeX and the single anthill: Playing games with Aunt Hillary", in Müller, Vincent C. (ed.), Fundamental Issues of Artificial Intelligence (PDF), Synthese Library, vol. 376, Springer, pp. 369–390, doi:10.1007/978-3-319-26485-1_22, ISBN 978-3-319-26483-7. See in particular Section 22.2.2.2, The Strategy-Stealing Argument, p. 376.

integers-ejcnt.org

Sicherman, George (2002), "Theory and Practice of Sylver Coinage" (PDF), Integers, 2, G2

jstor.org

Hales, A. W.; Jewett, R. I. (1963), "Regularity and positional games", Transactions of the American Mathematical Society, 106 (2): 222–229, doi:10.2307/1993764, JSTOR 1993764, MR 0143712.

philpapers.org

Bishop, J. M.; Nasuto, S. J.; Tanay, T.; Roesch, E. B.; Spencer, M. C. (2016), "HeX and the single anthill: Playing games with Aunt Hillary", in Müller, Vincent C. (ed.), Fundamental Issues of Artificial Intelligence (PDF), Synthese Library, vol. 376, Springer, pp. 369–390, doi:10.1007/978-3-319-26485-1_22, ISBN 978-3-319-26483-7. See in particular Section 22.2.2.2, The Strategy-Stealing Argument, p. 376.

rjlipton.wordpress.com

rjlipton (2013-10-02). "Stealing Strategies". Gödel's Lost Letter and P=NP. Retrieved 2019-11-30.

xmp.net

senseis.xmp.net

Fairbairn, John, History of Komi, retrieved 2010-04-09