Những kết luận mới của luận án tiến sĩ "Rèn luyện Năng lực giải toán cho sinh viên đại học thông qua việc khai thác hệ thống bài tập trong môn Đại số tuyến tính"

SUMMARY INFORMATION OF NEW CONCLUSION

OF THE PhD. THESIS

Name of subject: Practicing the mathematical problem solving ability for college students through exploitation of linear algebra exercises.

Code: 62 14 10 01 - Department: Theory and methods of teaching mathematics

PhD. Student (Applicant): Vu Quoc Khanh

Instructor:     1. Associate Professor, Dr. Dang Quang Viet

                    2. Professor, Dr. Nguyen Huu Chau

Institution: Institute of Education and Sciences Vietnam

The new contribution of the thesis: 

- The thesis was to clarify some issues about the capacity of solving problems and practice problem solving capacity for college students. Proposed the concept of problem solving ability of college students are four important elements for solving problems, indicating the basis for determining which elements

- The thesis identified four capacity-oriented training for students solve problems, identify the group of measures to solve problems training capacity from four directions mentioned. The thesis identified 12 specific capacity contribute to developing capacity for solving problems of college students.

- The thesis has studied practical surveying solutions fostering problem solving capabilities through exploitation of advanced math as a basis for measures to build training capacity for students solve problems.

- The thesis has six measures proposed pedagogical training capacity for solving problems of college students in first through exploitation of the system of linear algebra homework. Compiling documents on the same system-level exercises to exploit the capacity to train students to solve problems ccho. Conduct initial experiments illustrate pedagogical feasibility of the proposed measures.

  Instructor                                                         PhD Student

1.Associate professor, Dr.Dang Quang Viet           Vu quoc Khanh

2. Professor, Dr. Nguyen Huu Chau