Programme overview
Main Subject
Mathematics
Degree
MA
Study Level
Masters
Study Mode
On Campus
The Master Study Program is designed to provide an in-depth exploration of foundational mathematical concepts with a specific focus on their applications in education. This program is tailored for individuals aspiring to enhance their expertise in mathematics and its pedagogical aspects, equipping them with the skills to effectively teach and communicate mathematical principles.
• Core Courses:
Mandatory courses that all students in the program must take:
• Special Chapters of Mathematical Analysis
• Special Chapters of Geometry
• Complement of Mathematics
• Research Methodology
• Applied Informatics
• Special Chapters of Algebra
• Special Chapters of Probability
• Mathematical Modeling of Physical Phenomena
• Ethics and Academic Integrity
• History of Mathematics
• Arithmetic and Number Theory
• Nonstandard Methods for Solving the Mathematical Problems
• Arithmetic and Number Theory
• Curriculum and evaluation in School Mathematics
• Modern techniques for Teaching Mathematics
• Electives:
• Financial Mathematics / Applications of Complex Number in Geometry
• Applied Differential Equations / The Elementary Theory of Numeric Sequences
Programme overview
Main Subject
Mathematics
Degree
MA
Study Level
Masters
Study Mode
On Campus
The Master Study Program is designed to provide an in-depth exploration of foundational mathematical concepts with a specific focus on their applications in education. This program is tailored for individuals aspiring to enhance their expertise in mathematics and its pedagogical aspects, equipping them with the skills to effectively teach and communicate mathematical principles.
• Core Courses:
Mandatory courses that all students in the program must take:
• Special Chapters of Mathematical Analysis
• Special Chapters of Geometry
• Complement of Mathematics
• Research Methodology
• Applied Informatics
• Special Chapters of Algebra
• Special Chapters of Probability
• Mathematical Modeling of Physical Phenomena
• Ethics and Academic Integrity
• History of Mathematics
• Arithmetic and Number Theory
• Nonstandard Methods for Solving the Mathematical Problems
• Arithmetic and Number Theory
• Curriculum and evaluation in School Mathematics
• Modern techniques for Teaching Mathematics
• Electives:
• Financial Mathematics / Applications of Complex Number in Geometry
• Applied Differential Equations / The Elementary Theory of Numeric Sequences
Scholarships
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