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Lampert, M. (1990). When The Problem Is Not The Question And The Solution Is
        Not The Answer : Mathematical Knowing And Teaching. American Educa-
        tional Research Journal, 27, 29–63.

Lerman, S. (1983). Problem-Solving Or Knowledge Centered : The Influence Of
        Philosophy On Mathematics Teaching. International Journal Of Mathe-
        matics Education, 14(1), 59–66.

Manin, Y. I.(1977). A Course In Mathematical Logic, New York : Springer-Verlag.

Mason, J. (1996). Expressing Generality And Roots Of Algebra . In N. Bednarz,
        C.Kieran, &L. Lee (Eds.), Approaches To Algebra (Pp. 65–86) . The Nether-
        lands: Kluwer Academic Publishers.

Mason, J., Burton, L., & Stacey, K.(1982). Thinking Mathematically . London: Ad-
        dison- Wesley.

Menchinskaya, N. A. (1959). Psychology Of The Mastery Of Knowledge In School.
        Moscow : Apn Press. National Council Of Teachers Of Mathematics. (2000).
        Principles And Standards For School Mathematics. Reston, Va: Author.

Piaget, J. (1975). The Child’s Conception Of The World. Totowa, Nj : Littlefield, Ad-
        ams.

Poincaré, H. (1948). Science And Method. New York : Dover.

Polya, G. (1954). Mathematics And Plausible Reasoning : Induction And Analogy In
        Mathematics (Vol.1). Princeton, Nj: Princeton University Press.

Presmeg, N. C. ( 1986). Visualization And Mathematical Giftedness . Educational
        Studies In Mathematics, 17, 297–311.

Rubin, A., & Babbie. E. (1997) Research Methods For Social Work (3Rd Ed.) , Pacific
        Grove, Ca: Brooks/Cole Publishing Company.

Senk, S. (1985). How Well Do Students Write Geometry Proofs? Mathematics
        Teacher, 78, 448–456.

Shapiro, S. I. (1965). A Study Of Pupil’s Individual Characteristics In Processing
        Mathematical Information . Voprosy Psikhologii, No. 2.

Sheffield, L. J. (1999). Developing Mathematically Promising Students . Reston, Va:
        National Council Of Teachers Of Mathematics.

Sriraman, B. (2002). How Do Mathematically Gifted Students Abstract And Gener-
        alize Mathematical Concepts . Nagc 2002 Research Briefs, 16, 83–87.
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