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Qualification: Bachelor of Natural Sciences in Mathematics (LU)

Bachelor of Natural Sciences in Mathematics (LU)

Qualification Information

To theoretically acquire basic courses in various sub-branches of mathematics and be able to apply the knowledge in practice;
- to be able to freely work on a computer;
- to be competent in mathematical methods of solving a variety problems and be able to apply these methods working with a computer;
- to be able to understand the basics of natural sciences and apply mathematical modelling in the area of natural sciences, technical and social processes;
- to write a Bachelor’s thesis, which includes an independent study in the selected branch of mathematics requiring understanding of mutual interconnections between different courses of mathematics, practical application of fundamental knowledge of mathematics and computer science.
- to theoretically acquire basic courses in various sub-branches of mathematics and be able to apply the knowledge in practice;
- to be able to freely work on a computer;
- to be competent in mathematical methods of solving a variety problems and be able to apply these methods working with a computer;
- to be able to understand the basics of natural sciences and apply mathematical modelling in the area of natural sciences, technical and social processes;
- to write a Bachelor’s thesis, which includes an independent study in the selected branch of mathematics requiring understanding of mutual interconnections between different courses of mathematics, practical application of fundamental knowledge of mathematics and computer science.

Reference Data

EQF Level:
Thematic area:
Information Language:
Location:
NQF Level: 
6
Awarding body: 

- University of Latvia

Awarding body contact info: 

RAIŅA BULVĀRIS 19, RĪGA, LV-1586
Tālr.: 67034301,67034700,67034600
Fakss: 67034513,67820113
E-pasts: lu@lu.lv

Source of information: 
National occupation classification: 

ISCO-08

Access requirements: 

Certificate of general secondary education or Diploma of vocational secondary education

Ways to acquire: 

Formal (through education programmes)