Locating starting points in differential equations: a realistic mathematics education approach
By Chris Rasmussen, K. King. 2000
125 citations recorded by the source corpus.
Subfields: Education, Mathematical Physics, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/67e2a5057b991363685e2ab0af1da0e601232f07
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Education
- Michelle Zandieh
- John S. Caughman
- Craig Swinyard
- Howard F. Blumenfeld
- Sean Larsen
- Chris Rasmussen
- Elise Lockwood
- Megan Wawro
In Mathematical Physics
In Statistics and Probability
- Michelle Zandieh
- Howard F. Blumenfeld
- Sean Larsen
- Chris Rasmussen
- Elise Lockwood
- Megan Wawro
- K. Moore
Citations in the corpus
- Proofs and refutations in the undergraduate mathematics classroom (2008, background): “Recently a number of these projects have been conducted at the undergraduate level (e.g., Gravemeijer and Doorman 1999; Larsen 2004; Rasmussen and King 2000; Zandieh and Rasmussen 2007).”
- Reinventing solutions to systems of linear differential equations: A case of emergent models involving analytic expressions (2007, methodology): “This may well have origins in an earlier reinvention of Euler’s method for single differential equations (Rasmussen & King, 2000).”
- Patterns, Sets of Outcomes, and Combinatorial Justification: Two Students’ Reinvention of Counting Formulas (2015, background): “Such research would follow the trajectories of researchers in other undergraduate content areas, such as differential equations (e.g., Rasmussen and King 2000) and abstract algebra (e.g., Larsen 2013).”