Students who Published with Faculty in the Mathematics Department

 

James Chappell, The trinomial triangle, , The College Mathematics Journal, Vol. 30, No. 2, 1999, pp. 141-142.

 

Marcia Kleinz, A child’s garden of fractional derivatives, The College Mathematics Journal, Vol. 31, No. 2, (2000)

 

Nicolae Borota, Spacetime numbers the easy way, Mathematics and Computer Education, Vol. 34, No. 2, (2000)

 

Flacche, Matthew, Pascal’s triangle and Sierpinski’s triangle”: An Incredible Link, AMATYC Review, Fall, 2000.

 

Jae Hattrick-Simpers, Mutations of the Mandelbrot set, Mathematics and Computer Education, Vol. 35, No. 1, (2001)

 

Ira Fine, The remarkable incircle of a triangle, Mathematics and Computer Education, Vol. 35, No. 1, (2001), pp. 44-50

 

Michael Wilhelm, Variations on Vieta’s and Wallis’s products for pi, Mathematics and Computer Education, 35(2001)

 

Nicolae A. Borota, Functions of a spacetime variable, Mathematics and Computer Education, 36(2002), pp. 231-239.

 

Dipti Bardhan, An easy introduction to biplex numbers,  Mathematics and Computer Education, 36(2002), pp. 278-286.

 

Brian Seaman, A computer hunt for Apery's constant, Mathematical Spectrum, 35(2002/2003), No.1, pp. 5-8.

 

Brian Seaman, Variations on the linear first order ODE, International Journal of Mathematical Education in Science and Technology, 35(2004), pp.309-315.

 

Shaun Giberson, Extending Theon's ladder to any square root, The College Mathematics Journal, 35(2004), pp. 222-226.

 

Joseph Diaco, Ptolemy vs. Copernicus,  to appear in the Mathematical Spectrum.

 

Michael Orchard, Theon's ladder for any root, to appear in International Journal of Mathematical Education in Science and Technology.

 

Pelletier, Todd and Hughes, Kevin, Proof without words: One to one mapping of an open interval onto a closed interval, to appear in Mathematics Magazine.

John F. Kennedy  The integers of James Booth,  To appear in The Mathematical Spectrum.

Mohamed Teymour The quadratic equation as solved by Persian mathematicians of the middle ages. To appear in The Mathematical Spectrum.

Matthew Oster  A spiral of triangles related to the great pyramid.  To appear in the Mathematical Spectrum.

David Grochowski 
An asymptotic approach to constructing the hyperbola, with. To appear in the Mathematical Spectrum.