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Applied Mathematics

Language of instruction

lithuanian

Qualification degree and (or) qualification to be awarded

Master of Mathematical Sciences

Place of delivery

Kaunas, K. Donelaičio g. 58, LT-44248

Institution that has carried out assessment

No data

Institution that has performed accreditation, accreditation term

Studijų kokybės vertinimo centras, 10/31/2023

Data provided or updated (date)

8/1/2014

Order on accreditation

SV6-39
More about programme

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Summary of the Profile

Objective(s) of a study programme:

The aim of the Applied Mathematics programme is to prepare broad-minded specialists with strong background and adequate skills for applying and developing of mathematical models for industry, business, finance and other areas.

Learning outcomes:

Graduates of the programme will be able to
1. Apply knowledge of mathematics and develop mathematical models for industry, business, finance and other areas.
2. Perform scientific investigations in mathematical modelling, data analysis, control fields, and develop software.
3. Apply newest knowledge of mathematics in solving problems of various dynamic processes.
4. Independently deepens and expands knowledge of application of mathematics.

Activities of teaching and learning:

Lectures, practical work, seminars, laboratory work, individual work, reading literature, solving problem tasks, preparation for lab work, midterm and final exams.
Methods of assessment of learning achievements:
Knowledge and skills are evaluated using criteria-based study achievement assessment system of a 10 mark scale. Study results are evaluated during the semester through the intermediate exams (mid-term exams, practical, laboratory work) and the final exam. Final and mid-term exams are performed in the written form. The final evaluation consists of weighting marks of each assessment.

Specialisations:

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Optional courses:

It is possible:
deepen subject areas knowledge, choosing a specialized field of study subjects;
choose a variety of related studies offered by the university;
choose free additional general subjects.

Distinctive features of a study programme:
It is possible to obtain a certificate of completion of related studies.