Program name Bachelor’s degree in Mathematics

Department of Mathematics and Computer Science

Program name: Bachelor’s degree in Mathematics

  • Level: Bachelor
  • Domain: Mathematics and Computer Science
  • Field: Mathematics
  • Specialty: Mathematics

Program Description:

The mathematics bachelor is a 3-year course, which aims to provide a foundation of knowledge and skills in mathematics, which can be reinvested in different fields of application. This license is a fundamental and necessary step for students intending to teach, research, or other professional goals .

  1.  Entry Requirements
  2. Secondary (high) school diploma or equivalent certificate.
  •  Program Units and modules
  • Semester 1
Teaching units Coeff Credits Evaluation Mode
continuous Exam
Fundamental Teaching Unit1 7 11  
Analysis 1 4 6 40% 60%
Algebra 1 3 5 40% 60%
Fundamental Teaching Unit2 7 11  
Algorithms & data structures 1 4 6 40% 60%
Machine structure 3 5 40% 60%
Methodology Teaching Unit 2 4  
Scientific terminology and written expression 1 2 100%
Foreign language 1 1 2 100%
Discovery Teaching Unit 2 4  
Physics 1 (point mechanics) 2 4 40% 60%
  • Semester 2
Teaching units Coeff Credits Evaluation Mode
continuous Exam
Fundamental Teaching Unit1 6 10  
Analysis 2 4 6 40% 60%
Algebra 2 2 4 40% 60%
Fundamental Teaching Unit2 6 10  
Algorithms & data structures 2 4 6 40% 60%
Machine structure 2 2 4 40% 60%
Methodology Teaching Unit 4 7  
Introduction to probability and descriptive statistics 2 3 40% 60%
Information and communications technology 1 2 100%
programming tools for mathematics 1 2 40% 60%
Transversal Teaching Unit 2 3  
Physics 2 (general Electricity) 2 3 40% 60%
  • Semester 3
Teaching units Coeff Credits Evaluation Mode
continuous Exam
Fundamental Teaching Unit1 10 18  
Algebra 3 3 5 40% 60%
Analysis 3 4 7 40% 60%
Introduction to topology 3 5 40% 60%
Methodology Teaching Unit 6 10  
Numerical analysis 1 3 4 40% 60%
Mathematical logic 2 3 40% 60%
Programming Tools 2 1 3 40% 60%
Discovery Teaching Unit 1 2  
History of Mathematics 1 2 100%
  • Semester 4
Teaching units Coeff Credits Evaluation Mode
continuous Exam
Fundamental Teaching Unit1 10 18  
Algebra 4 3 5 40% 60%
Analysis 4 4 7 40% 60%
complex Analysis 3 6 40% 60%
Methodology Teaching Unit 6 10  
Numerical analysis 2 2 4 40% 60%
Probability 2 3 40% 60%
Geometry 2 3 40% 60%
Discovery Teaching Unit 1 2  
Application of mathematics to other sciences 1 2 100%
  • Semester 5
Teaching units Coeff Credits Evaluation Mode
continuous Exam
Fundamental Teaching Unit 1 7 11  
Measure and integration 4 6 40% 60%
Normed vector spaces 3 5 40% 60%
Fundamental Teaching Unit2 6 11  
Differential equations 4 6 40% 60%
Equations of mathematical physics 2 5 40% 60%
Methodology Teaching Unit 2 5  
Optimization without constraints 2 5 40% 60%
Discovery Teaching Unit 1 2  
Introduction to didactics of Mathematic 1 2 100%
  • Semester 6
Teaching units Coeff Credits Evaluation Mode
continuous   Exam
Fundamental Teaching Unit 6 10  
Numerical methods for ODE and PDE 5 9 40% 60%
Introduction to the theory of linear operators 5 9 40% 60%
Methodology Teaching Unit 4 8  
Transformations in Lp spaces 2 5 40% 60%
Differential geometry 2 5 40% 60%
Transversal Teaching Unit 2 2  
Ethics and deontology of teaching and research 2 2 100%
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