Views and Beliefs in Mathematics Education

Chapter 1.Are researchers in educational theory free of beliefs - in contrast to students and teachers? - is there an overseen research problem or are there 'blank spots'?.- Part I. Pupils' and students' views and beliefs of mathematics.- Chapter 2. Engagement in mathematics forums in a massive open online course (MOOC).- chapter 3. Affect as a system: the case of Sara.- Chapter 4. The roles of teacher and parent attitudes and some student characteristics on confidence in learning mathematics.- Chapter 5. Valuing from children's perspectives as a lens to understand mathematics learning: the case of Hong Kong.- Chapter 6. Value-focused thinking in the mathematics classroom: engaging students in decision-making through socially open-ended problem solving.- Chapter 7. Young students' feelings towards problem solving tasks: what does "success" imply?.- Chapter 8. Beliefs and values in upper secondary school students' mathematical reasoning.- Chapter 9. Attributional beliefs during problemsolving.- Chapter 10. Evaluation of an approach of professional role reflection in mathematics education.- Chapter 11. It's all about motivation? - a case study concerning dropout and persistence in university mathematics.- Part II. Teachers' views and beliefs of mathematics.- Chapter 12. How to understand changes in novice mathematics teachers' talk about good mathematics teaching?.- Chapter 13. Domain specificity of mathematics teachers' beliefs and goals.- Chapter 14. Teachers' beliefs about knowledge of teaching and their impact on teaching practices.- Chapter 15. Positive education and teaching for productive disposition in mathematics.- Chapter 16. From relationships in affect toward an attuned mathematics teacher.- Chapter 17. The role of mathematics teachers' views for their competence of analysing classroom situations.- Chapter 18. Teaching via problem solving or teacher-centric access - teachers' views and beliefs.- Chapter 19. The evaluation of a questionnaire for studying

Benjamin Rott obtained his PhD in Mathematics Education at the University of Hannover. Thereafter, he worked as a postdoctoral researcher at the University of Education Freiburg and at a Professor at the University of Duisburg-Essen. Since 2017, he is a Professor in the Institute of Mathematics Education at the University of Cologne. His research interests include mathematical problem solving, mathematical giftedness, and (epistemological) beliefs.

Günter Törner obtained his PhD in Mathematics at the University of Gießen and habilitated within mathematics at the Technical University of Darmstadt. Since 1978, he has been working as a full professor for Mathematics at the University Duisburg-Essen. His research interests are pure mathematics, applied discrete mathematics and cooperation with companies. For seven years, he was the chair of the Committee of Education of the European Mathematical Society. He was a founding member of the DZLM. He is involved in initial teacher training and professional development for in- and pre-service teachers. He has published more than fifty mathematical papers, more than eighty papers within educational journals and international proceedings of conferences. He has supervised more than 23 PhD graduate students in the last years.

Joyce Peters-Dasdemir is working on her PHD in the group of Prof. Dr. Barzel at the faculty for Mathematics at the University of Duisburg-Essen and she is occupied as a scientific researcher of the German Center for Mathematics Teacher Education (DZLM). She is involved in multiplier programs and professional development programs for in- and pre-service teachers and is active in the field of development coordination. Her research interests are development and implementation of PD Centers, conceptual knowledge, beliefs of teachers about digital technology, the use of digital technology in mathematics and science teaching and the influence of professional development programs on