Linking procedural and conceptual mathematical knowledge through CAL

被引:15
作者
Kadijevich, D
Haapasalo, L
机构
[1] Serbian Acad Arts & Sci, Math Inst, YU-11001 Belgrade, Yugoslavia
[2] Univ Joensuu, FIN-80101 Joensuu, Finland
关键词
computer assisted learning; conceptual knowledge; constructivism; mathematics education; procedural knowledge;
D O I
10.1046/j.0266-4909.2001.00168.x
中图分类号
G40 [教育学];
学科分类号
040101 ; 120403 ;
摘要
Despite its high educational relevance, relatively few CAL studies have examined whether their computer-based treatments search for and/or utilise any potential link between procedural and conceptual mathematical knowledge. This paper summarises some of the findings of studies of this kind, explains how these knowledge types may be linked and proposes two constructivist CAL environments which enable a desired link.
引用
收藏
页码:156 / 165
页数:10
相关论文
共 32 条
[21]  
LABORDE C, 2000, P 2 MED C MATH ED, P161
[22]  
NESHER P, 1986, LEARNING MTH, V6, P2
[23]  
Papert S., 1987, Artificial intelligence and education. Vol.1. Learning environments and tutoring systems, P79
[24]  
POLYA G, 1990, HOW SOLVE IT
[25]  
Schoenfeld A.H., 1992, Handbook of research on mathematics teaching and learning, P334, DOI [10.1177/002205741619600202, DOI 10.1177/002205741619600202]
[26]  
Schoenfeld AH., 1985, Mathematical problem-solving
[27]   A MODEL OF THE FUNCTION CONCEPT IN A 3-FOLD REPRESENTATION [J].
SCHWARZ, B ;
DREYFUS, T ;
BRUCKHEIMER, M .
COMPUTERS & EDUCATION, 1990, 14 (03) :249-262
[28]   Working with a round turtle: The development of angle/rotation concepts under restricted feedback conditions [J].
Simmons, M ;
Cope, P .
COMPUTERS & EDUCATION, 1997, 28 (01) :23-33
[29]  
Sterling L., 1986, ART PROLOG
[30]   RAPID PROTOTYPING - AN ALTERNATIVE INSTRUCTIONAL-DESIGN STRATEGY [J].
TRIPP, SD ;
BICHELMEYER, B .
ETR&D-EDUCATIONAL TECHNOLOGY RESEARCH AND DEVELOPMENT, 1990, 38 (01) :31-44