1 |
Even, R. (1989). Prospective Secondary Mathematics Teachers' Knowledge and Understanding about Mathematical Functions. Unpublished Doctoral dissertation. Michigan State University, East Lansing, MI. (USA)
|
2 |
Even, R. (1990). Subject matter knowledge for teaching and the case of functions. Educational Studies in Mathematics, 21(6), 521-544.
DOI
|
3 |
Lee, D. G. (2019). A case study on students' expressions in solving the limitations of functions problems. The Mathematical Education. 58(1), 79-99.
DOI
|
4 |
Lee, K. S. & Park, S. M. (2018). Analysis of constructed response items of high school mathematics in the 2015 national assessment of educational achievement. The Journal of Educational Research in Mathematics. 28(2), 159-179.
DOI
|
5 |
Lee, K. S., Hwang, S. G., Kim, B. Y., Shim, S. A., Wang, G. C., Song, K. S., ..., Kim, W. J. (2015). Mathematics II. Seoul: MiraeN.
|
6 |
Lee, K. W. (2012). Elementary social studies teacher? curriculum expertise in the practice of reorganizing curriculim materials on economic eduation. Research in Social Studies Education. 19(4), 45-60.
|
7 |
Freudenthal, H. (1983). Didactical Phenomenology of Mathematical Structures. Dordrecht: D. Reidel Publishing Company.
|
8 |
Holstein, J. A. & Gubrium, J. F. (1995). The Active Interview. Thousand Oaks, CA: Sage.
|
9 |
Lee, S. H., Chang, H. S., & Lee, D. W. (2018). A study of the in-service teachers' and pre-service teachers' recognition the domain in the problem of the continuity of a function. School Mathematics 57(4), 477-491.
|
10 |
Byun, H. H. & Ju, M. K. (2012). Korean middle school students' conception of function. Journal of Educational Research in Mathematics. 22(3), 353-370.
|
11 |
Cho, S. M. (2005). Research on the Relationship between Teacher's Knowledge and Classroom Practice Evaluated from Curriculum Implementation Perspective : Focused on Knowledge of 'Function' in Mathematics. Unpublished doctoral dissertation. Ewha Womans University.
|
12 |
Choi, J. Y. & Pang, J. S. (2012). An analysis of elementary school students' understanding of functional relationships. Journal of Korea Society Educational Studies in Mathematics. 14(3), 275-296.
|
13 |
Ministry of Education Human Resources (2007). Mathematics Curriculum. Bulletin of MEHR No.2007-79 [Seperate Volume #8]. Seoul: Author.
|
14 |
Whang, W. H., Sim, J. W., & Lee, S. E. (1995). A case study of the function concepts of high school students. Journal of Educational Studies in Mathematics, 5(2), 173-187.
|
15 |
Ministry of Education and Science Technology (2011). Mathematics Curriculum. Bulletin of MEST No.2011-361 [Seperate Volume #8]. Seoul: Author.
|
16 |
Shin, H. Y. (2009). Set Theory for Teacher. Seoul: KyoWooSa.
|
17 |
Shin, O. S. (2005). The significance and use of in-depth interviewing for educational research. Educational Publications, 25(1), 121-139.
|
18 |
Hwang, S. W., Kang, B. G., Yoon, G. J., Lee, G. Y., Kim, S. Y., Lee, M. H., Kim, W. I., ..., Park, S. E., (2018). Mathematics. Seoul: MiraeN.
|
19 |
Johnson, J. M. (2002). In-depth interviewing. in J. F. Gubrium & J. A. Holstein(eds.). Handbook of interview research. Thousand Oaks, Sage Publications. 103-119.
|
20 |
Kim, B. M. (2004). Understanding of the synthesis of functions and limitations of synthetic functions in university mathematics. Communications of Mathematical Education, 18(1), 289-296.
|
21 |
Kwak, Y. S. (2014). Teacher and Qualitative Research. Seoul: Kyoyookbook.
|
22 |
Kim, B. Y. & Chung, Y. W. (2010). A study on meaning of composition of functions. School Mathematics 49(2), 149-160.
|
23 |
Kim, J. H. (2010). A review of the role of domain in representational activities for forming the concept of linear functions. Communications of mathematical education. 24(1), 49-65.
|
24 |
Kim, N. H., Na, G. S., Park, K. M., Lee, K. H., Chung, Y. O., & Hong, J. G. (2006). Mathematics Curriculum and Textbook Research. Seoul: Kyung-Mun-SA
|
25 |
Merriam, S. B. (1988). Case Study Research in Education: A Qualitative Approach, SF: Jossey-Bass Inc.
|
26 |
Lee, Y. K.., Kim, E. S., Lee, H. W., & Cho, W. Y. (2016). An analysis on the understanding of middle school students about the concept of function based on integrated understanding. Communications of Mathematical Education. 30(2), 199-223.
DOI
|
27 |
Lee, Y. S. (2013). Epistemological Reference Models for the Teaching of the Concept of Function. Unpublished doctoral dissertation. Pusan National University.
|
28 |
Lucas. C. A. (2005). Composition of Functions and Inverse Function of a Function: Main Ideas, as Perceived by Teachers and Preservice Teachers. Unpublished Doctoral dissertation. Simon Fraser University (Canada).
|
29 |
Ministry of Education (2015). Mathematics Curriculum. Bulletin of MOE No.2015-84 [Seperate Volume #8]. Seoul: Author.
|