1Tall D O, Vinner S. Concept Image and Concept Definition in Mathematics: with Particular Reference to Limits and Continuity [J]. Educational Studies in Mathematics, 1981, (12): 151-169.
2Tall D O. Introducing Three Worlds of Mathematics [J]. For the Learning of Mathematics, 2004, 3(3): 29-33.
3Tall D O. Cognitive Growth in Elementary and Advanced Mathematical Thinking [J]. In Proceedings of PME, 1995, 19 (1): 61-75.
4Tall D O. The Transition to Advanced Mathematical Thinking: Functions, Limits, Infinity and Proof [A]. In: D A Grouws. Handbook of Research on Mathematics Teaching and Learning [C]. New York: Macmillan, 1992.
5Cottrill J, Dubinsky E, Nichols D, et al. Understanding the Concept of Limit: Beginning with a Coordinated Process Schema [J]. Journal of Mathematical Behavior, 1996, (15): 167-192.
6Vinner S. The Role of Definitions in the Teaching and Learning of Mathematics [A]. In: D Tall. Advanced Mathematical Thinking [C]. Dordrecht, the Netherlands: Kluwer Academic, 1991.
7Davis R, Vinner S. The Notion of Limit: Some Seemingly Unavoidable Misconception Stages [J]. Journal of Mathematical Behavior, 1986, (5): 281-303.
8Williams S. Models of Limit Held by College Calculus Students [J]. Journal for Research in Mathematics Education, 1991, (22): 219-236.
9Bezuidenhout J. Limits and Continuity: Some Conceptions of First-year Students [J]. International Journal of Mathematical Education in Science and Technology, 2001, (32): 487-500.
10Comu B. Limits [A]. In: D Tall, Advanced Mathematical Thinking [C]. Dordrecht, the Netherlands: Kluwer Academic, 1991.
