The formulation of a problem is often more essential than its solution,
which may be merely a matter of mathematical or experimental skill.
Albert Einstein

 

Publications

Transition from Additive to Proportional Reasoning in Preparation for Learning about Slope

Cheng, D. & Sabinin, P. (2009). “Transition from Additive to Proportional Reasoning in Preparation for Learning about Slope.” American Educational Research Association. San Diego, CA.

 
Elementary students’ conceptions of steepness

D. S. Cheng & P. Sabinin. (2008) Elementary students’ conceptions of steepness. In Figueras, O. & Sepúlveda, A. (Eds.). Proceedings of the Joint Meeting of the 32nd Conference of the International Group for the Psychology of Mathematics Education, and the XXX North American Chapter, Morelia, Michoacán, México: PME. 2: 297-304.

Triangles got legs! A classroom Exploration of Largest Side and Smallest Angle in Triangles

P. Sabinin & M. G. Stone. (1999) Triangles got legs! A classroom Exploration of Largest Side and Smallest Angle in Triangles. Delta-k, Journal of Mathematics Council of Alberta Teachers Association 36: 60-63.

The molecular basis of viral oncolysis: usurpation of the Ras signaling pathway by reovirus

J. E. Strong, M. C. Coffey, D. Tang, P. Sabinin, & P. W. K. Lee. (1998) The molecular basis of viral oncolysis: usurpation of the Ras signaling pathway by reovirus. EMBO Journal 17(12): 3351-3362.

Transforming n-gons by folding the plane

P. Sabinin & M. G. Stone. (1995) Transforming n-gons by folding the plane. American Mathematical Monthly 102(7): 620-627.

Submitted or In Preparation  
Logic Gym: Curriculum for Visual Logic

M. Lyons & P. Sabinin (In preparation-projected publication 2010)
Logic Gym: Curriculum for Visual Logic. FoxMind Canada.

 

Tables Turned: Locating the Robotic Center

T. Dinh, P. Sabinin & M. G. Stone.
Tables Turned: Locating the Robotic Center. (In preparation)

 
Area is a “square” deal

I. Lagu, P. Sabinin, & M. G. Stone.
Area is a “square” deal. (In preparation)