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Kiyosi, I. (Ed.), (1993). Encyclopedic Dictionary of Mathematics, Corporate Mathematical Society of Japan. Chapter 5: The integers (2nd ed.). Cambridge, MA: MIT Press, 393-400.

has been cited by the following article:

• TITLE: Creative Mathematics Education

  AUTHORS: Edgar E. Escultura

  KEYWORDS: Adjacent Decimals; Axioms; Banach-Tarski Paradox; Russell Paradox; Creativity; Critical Thinking; Dark Number; Decimal Integer; Goldbach’s Conjecture; G-Limit; G-Norm G-Sequnce; Lexicographic Ordering; Recurring 9s; Self-Reference; Vacuous Concept; Fermat’s Last Theorem

  JOURNAL NAME: Creative Education, Vol.3 No.1, February 21, 2012

  ABSTRACT: Creativity and critical thinking are the core values of science. Since mathematics is its primary language, the student of mathematics must imbibe and consolidate them. Critical thinking is consolidated in the critique of current mathematics and its foundations, creativity in the construction of a mathematical space or system. Therefore, the student of mathematics must go through the twists and turns of the critique-recti- fication of current mathematics and its foundations which in this paper focuses on the real and complex number systems that results in the construction of the contradiction-free new real number system and the complex vector plane. Since this is an expository paper on creative education much of the content is quoted from the Author’s previous works.