میزان سهم از پنیر و نان برشته پیتزا: اثباتی از حدس پیتزا و دیگر نتایج خوش‌طعم

[1] G. Berzsenyi, The pizza theorem, Part I, Quantum, 4 (January-February, 1994) 29.
[2] G. Berzsenyi, The pizza theorem, Part II, Quantum, 4 (March-April, 1994) 29.
[3] L. Carter, J. Duncan and S. Wagon, Problem 1457, Math. Mag., 67 (1994) 304.
[4] L. Carter and S. Wagon, Proof wuthout words: Fair allocation of a pizza, Math. Mag., 67 (1994) 267.
[5] P. Deiermann and R. Mabry, The center of a sliced pizza, (solution to problem 1457), Math. Mag., 68 (1995) 312–315.
[6] M. Goldberg, Divisors of a circle, (Solution to problem 660), Math. Mag., 41 (1968) 46.
[7] J. Härterich and S. Iwata, Solutions to problem 1325, Crux Math., 15 (1989) 120–122.
[8] R. I. Hess, Solution to problem 1535, Crux Math., 17 (1991) 179–181.
[9] J. Hirschhorn, M. Hirschhorn, J. K. Hirschhorn, A. Hirschhorn and P. Hirschhorn, The pizza theorem, Austral. Math. Soc. Gaz., 26 (1999) 120–121.
[10] M. Ismail, D. Kim and D. Stanton, Lattice paths and positive trigonometric sums, Constr. Approx., 15 (1999) 69–81.
[11] J. D. E. Konhauser, D. Velleman and S.Wagon, Which Way Did the Bicycle Go?, Dolciani Mathematical Expositions, no. 18, Mathematical Association of America, Washington, DC, 1996.
[12] T. Narayana, Lattice Path Combinatorics with Statistical Applications, Mathematical Expositions, no. 23, University of Toronto Press, Toronto, 1979.
[13] R. B. Nelsen, Proof without Words: Four squares with constant area, Math. Mag., 77 (2004) 135.
[14] C. E. M. Pearce, More on the pizza theorem, Austral. Math. Soc. Gaz., 27 (2000) 4–5.
[15] S. Rabinowitz, Ptolemy’s Legacy, MathPro Press, Westford, MA, (in preparation).
[16] L. J. Upton, Problem 660, Math. Mag., 40 (1967) 163.