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Bussett, F. C. (2010). de L’enseignement des mathematiques dans les colleges. Whitefish, MT:
Kessinger Publishing. [Original work published 1843]
Callahan, C. M. (2003). Advanced Placement and International Baccalaureate programs for
talented students in American high schools: A focus on science and math (Research
Monograph 03176). Storrs: University of Connecticut National Research Center on
the Gifted and Talented. Retrieved from http://www.gifted.uconn.edu/nrcgt/reports/
rm03176/rm03176.pdf
Callahan, C. M. (2006). Advanced Placement or International Baccalaureate? Digest of
Gifted Research. Durham, NC: Duke Talent Identification Program. Retrieved from
http://tip.duke.edu/node/815
Colangelo, N.. Assouline, S. G., Gross, M. U. M. (2004). A nation deceived: How schools
hold back America’s brightest students. Iowa City: University of Iowa, The Connie
Belin & Jacqueline N. Blank International Center for Gifted Education and Talent
Development.
College Board. (2013). Annual AP program participation 1956-2013. Retrieved from
http://media.collegeboard.com/digitalServices/pdf/ research/2013/2013-Annual-
Participation.pdf
Fiori, N. (2007). Four practices that math classrooms could do without. Phi Delta Kappan,
88, 695-696.
Formin, D., Genkin, S., & Itenberg, I. (1996). Mathematical circles: Russian experience.
Providence, RI: American Mathematical Society.
Georgia Resource Manual for Gifted Education Services. (2014-2015). Retrieved from
http://www.gadoe.org/Curriculum-Instruction-and- Assessment/Curriculum-and-
Instruction/Documents/Gifted%20 Education/2014-2015-GA-Gifted-Resource-
Manual.pdf
Halmos, P. (1968). Mathematics as a creative art. American Scientist, 56, 375-389.
Hayes, D. F., & Shubin, T. (Eds.). (2004). Mathematical adventures for students and amateurs.
Washington, DC: The Mathematical Association of America.