Beck, A. "Constructing a Fair Share." Amer. Math. Monthly94, 157-162, 1987.Brams, S. J.; Jones, M. A.; and Klamler, C. "Better Ways to Cut a Cake." Not. Amer. Math. Soc.53, 1314-1321, 2006.Brams, S. J. and Taylor, A. D. "An Envy-Free Cake Division Protocol." Amer. Math. Monthly102, 9-19, 1995.Brams, S. J. and Taylor, A. D. Fair Division: From Cake-Cutting to Dispute Resolution. New York: Cambridge University Press, 1996.Dubbins, L. "Group Decision Devices." Amer. Math. Monthly84, 350-356, 1997.Dubbins, L. and Spanier, E. "How to Cut a Cake Fairly." Amer. Math. Monthly68, 1-17, 1961.Gale, D. "Dividing a Cake." Math. Intel.15, 50, 1993.Hill, T. "Determining a Fair Border." Amer. Math. Monthly90, 438-442, 1983.Hill, T. P. "Mathematical Devices for Getting a Fair Share." Amer. Sci.88, 325-331, Jul.-Aug. 2000.Jones, M. L. "A Note on a Cake Cutting Algorithm of Banach and Knaster." Amer. Math. Monthly104, 353-355, 1997.Knaster, B. "Sur le problème du partage pragmatique de H. Steinhaus." Ann. de la Soc. Polonaise de Math.19, 228-230, 1946.Rebman, K. "How to Get (At Least) a Fair Share of the Cake." In Mathematical Plums (Ed. R. Honsberger). Washington, DC: Math. Assoc. Amer., pp. 22-37, 1979.Robertson, J. and Webb, W. Cake Cutting Algorithms: Be Fair If You Can. Wellesley, MA: A K Peters, 1998.Steinhaus, H. "Remarques sur le partage pragmatique." Ann. de la Soc. Polonaise de Math.19, 230-231, 1946.Steinhaus, H. "The Problem of Fair Division." Econometrica16, 101-104, 1948.Steinhaus, H. "Sur la division pragmatique." Ekonometrika (Supp.)17, 315-319, 1949.Steinhaus, H. Mathematical Snapshots, 3rd ed. New York: Dover, pp. 64-67, 1999.Stromquist, W. "How to Cut a Cake Fairly." Amer. Math. Monthly87, 640-644, 1980.
个人，仅使用垂直切割。此外，可以切割和分割蛋糕，使得每个人都认为每个人都根据自己的衡量标准收到了 
的蛋糕（Steinhaus 1999，pp. 65-71）。最后，如果对于某一块蛋糕两个人意见不一致，那么就有一种分割和分配蛋糕的方法，使得每个参与者都认为他根据自己的衡量标准获得了超过 
的蛋糕。
等 面积 块的问题，使用在其平面上的切割。一种证明公平蛋糕分割始终可能的方法依赖于 弗罗贝尼乌斯-柯尼希定理。