• Journal of Educational Research in Mathematics
• /
• v.25 no.2
• /
• pp.157-175
• /
• 2015

This study was conducted with the aim to develop and improve the assessment literacy of teachers which enables it to develop and utilize the assessment items using a wide range of contexts on the basis of an understanding of math contents and mathematical process specified in the math curriculum and to analyze the results in an effective way. To analyze the changes in the development and improvement of the assessment literacy of preservice math teachers, the author of this study, using PISA items and assessment framework, analyzed the changes through the 1st and 2nd development of assessment items. The results showed the assessment literacy of preservice math teachers and their ability have been improved, implying that there is the necessity to develop a wide range of programs to improve the assessment literacy of preservice math teachers and provide such programs on a regular basis, which will facilitate effective math teaching and learning.

• Journal of the Korean School Mathematics Society
• /
• v.9 no.4
• /
• pp.481-495
• /
• 2006

In this paper we analyze creative mathematical competition for Russian mathematics teachers, and try to find out some suggestions for developing mathematics teacher's professional abilities. For these purposes we analyze problems and result data on the creative mathematical competition(for example, mean, distribution, reliability, discrimination, difficulty), and extract some meanings related with expanding teacher's professional abilities and activating studies related with mathematical pedagogy.

• Education of Primary School Mathematics
• /
• v.27 no.1
• /
• pp.1-18
• /
• 2024

Teachers' ability to notice is a crucial indicator of their instructional expertise. Despite the significance of this ability, research in mathematics teacher education has predominantly focused on the noticing of preservice teachers, with limited exploration into the noticing abilities of experienced in-service teachers. This study addresses this gap by examining the noticing characteristics of in-service elementary teachers actively developing their competency in elementary mathematics education. For this purpose, 23 elementary school teachers were asked to complete an analysis sheet while viewing the mathematics lesson video depicting on the concept of (fraction)÷(natural number), allowing us to scrutinize their attending, interpreting, and responding skills in detail. The study's results revealed that teachers demonstrated a tendency to attend mathematically significant aspects related to the teaching of fraction division. They interpreted the observed phenomena through the lens of fraction division's instructional principles, proposing specific pedagogical alternatives. These findings offer valuable insights for mathematics teacher education research.

• Communications of Mathematical Education
• /
• v.30 no.2
• /
• pp.225-249
• /
• 2016

This study focuses on enhancing expertise as a study advisor for mathematic teacher in field based on self-study method. By advising math study with students in school, the research was carried out 'process & content of mathematic study method advisement', 'process & content of the self-questioning by the math study adviser', and 'enhancing expertise as a math study counsellor by self-study method'. Overall process has been proceeded through preparation, experiment, result & analysis. Experiment has been done based on consultation modeling for academic high school which ran five times. During consultation, based on analysis & result, researcher has recorded 'self-questioning' report. This report is utilized for 'self-examination' for the researcher along the discussion with counselor for enhancing expertise as a study advisor. By above process, practitioner identifies each own's pros & cons as a mathematic study advisor and strengthens the skill while understanding the subject: student. by 'self-studying' method, advisor enhances its own expertise as a teacher with the achieving student and learns practical knowledge for a math study advisor.

• The Mathematical Education
• /
• v.46 no.4
• /
• pp.465-482
• /
• 2007

The purpose of this study was to explore how pre-service elementary school teachers participate in a course specifically designed to help them learn how to analyze instruction in terms of the levels of cognitive demand of mathematical tasks. This paper describes what prospective teachers learned while reading the cases of "implementing standards-based mathematics instruction", analyzing all tasks of one unit in one elementary mathematics textbook, observing master teachers' mathematics instruction as well as their colleagues during the practicum period, and developing their own cases on the basis of the design and implementation of instruction focused on mathematical tasks. This paper includes various reflections of the prospective teachers.

• Journal of the Korean School Mathematics Society
• /
• v.8 no.1
• /
• pp.77-87
• /
• 2005

Smith(2001) calls for practice-based professional development for teachers of mathematics. This paper discusses laboratory class as a model for conducting professional development program for a group f elementary school mathematics teachers. The laboratory class seeks to promote teachers' generative growth (Carpenter & Levi, 1999) and all the core and structural features (Garet, Porter, Desimone, Birman & Kwang, 2001) of a professional development are also engaged in this program and the ultimate goal is for teachers to be reflective in their practices to be generative (Carpenter & Leher, 1999) in their teaching and learning. This paper also discusses the design of the laboratory class based on the principles of reflective thinking and psychological observation by Dewey to connect theory with practice.

• Communications of Mathematical Education
• /
• v.23 no.3
• /
• pp.735-760
• /
• 2009

Most of every teachers' life is occupied with his or her instruction, and a classroom is a laboratory for mutual development between teacher and students also. Namely, a teacher's professionalism can be enhanced by circulations of continual reflection, experiment, verification in the laboratory. Professional development is pursued primarily through teachers' reflective practices, especially instruction practices which is grounded on $Sch\ddot{o}n's$ epistemology of practices. And a thorough penetration about situations or realities and an exact understanding about students that are now being faced are foundations of reflective practices. In this study, at first, we explored the implications of earlier studies for discussing a teacher's practice. We could found two essential consequences through reviewing existing studies about classroom and instructions. One is a calling upon transition of perspectives about instruction, and the other is a suggestion of necessity of a teachers' reflective practices. Subsequently, we will talking about an instance of a middle school mathematics teacher's practices. We observed her instructions for a year. She has created her own practical knowledges through circulation of reflection and practices over the years. In her classroom, there were three mutual interaction structures included in a rich expressive environments. The first one is students' thinking and justifying in their seats. The second is a student's explaining at his or her feet. The last is a student's coming out to solve and explain problem. The main substances of her practical know ledges are creating of interaction structures and facilitating students' spontaneous changes. And the endeavor and experiment for diagnosing trouble and finding alternative when she came across an obstacles are also main elements of her practical knowledges Now, we can interpret her process of creating practical knowledge as a process of self-directed professional development when the fact that reflection and practices are the kernel of a teacher's professional development is taken into account.

• Journal of the Korean School Mathematics Society
• /
• v.11 no.1
• /
• pp.1-18
• /
• 2008

This study aims to provide answers to two questions regarding the supervision of pre-service mathematics teachers: 'Who should carry out the work of supervision?' and 'How can it most skillfully be done?' The answer to the first question seems to be that, for a variety of reasons, university teachers and mentors appear best suited to do the supervision in a cooperative relationship with pre-service teachers. The assumption that seems to underlie the collaborative supervision is that field-based experiences are necessary and useful components of professional development in pre-service teacher preparation programs. With respect to the second question, it is suggested that a non-judgemental approach should be considered, along with strategies and techniques for judgemental supervision, as a way to make math teacher supervision more meaningful and helpful for the improvement of teaching and long-term professional development. It is hoped that a continued exploration of models of teacher supervision and evaluation of their effectiveness will help pre-service math teachers, supervisors and mentors learn more about teaching and improve their own teaching.

• School Mathematics
• /
• v.16 no.2
• /
• pp.335-353
• /
• 2014

The purpose of this study was to analyze the trends of domestic research on mathematics teacher education in terms of timings, topics, methods, and subjects. For this purpose, a total of 111 articles dealing with mathematics teacher education, published since 1992 by the Korea Society of Educational Studies in Mathematics, were analyzed. The results of this study showed that the number of such articles has been rapidly increased since the late 2000's. Research on the professional development for teachers has been the most frequent topic but the studies dealing with teacher knowledge or orientation tend to be popular. Qualitative research methodology, specifically case study, has been most frequently employed in studying mathematics teacher education. The subjects for research included a similar portion of in-service and pre-service teachers, and elementary and secondary school teachers. Given these results, this paper closes with several implications for future research direction on mathematics teacher education.

• Education of Primary School Mathematics
• /
• v.19 no.2
• /
• pp.143-160
• /
• 2016

Despite the recent increasing interest in classroom expertise of teachers for gifted there has been lack of research on exploring or analyzing the components of classes for gifted tailored to the characteristics of each subject matter Given this, this study looked for the components of performance domain of classes for gifted in mathematics and then analyzed one teacher's 12 lessons in terms of the components. The features of the lessons included the establishment of classroom atmosphere by considering the characteristics of mathematically gifted students, the introduction of or expansion to mathematically enriched tasks, promotion to mathematically higher thinking, and emphasis of mathematical pattern, connections, and utility. This study is expected for researchers to provide a practical case on how to analyze elementary classes for gifted in mathematics. It also helps teachers who teach gifted students to develop professional vision of mathematics instruction and to increase their classroom expertise.