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This page provides you with information and links to opportunities to learn or study in another EU country. You can scroll down to find all information. You can filter the results by using the filters on the left.

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Search found 15 items
  1. Biomathematics

    Objective(s) of a study program: To prepare specialists of biomathematics (masters in mathematical modelling) who have appropriate knowledge and skills for creating mathematical models of complicated biosystems, for analyzing data coming form this kind of systems, for using various problem-oriented informational technologies. The biosystems modelling masters will be able to use their knowledge and skills for formulating and solving real-life problems in biology, biotechnology, pharmacy, medicine and ecology. Learning outcomes: Knowledge and its applications: A1 Knowing the principles of mathematical modeling and possibilities of its application in biology and medicine; A2 Knowing and understanding the specifics of modelling and analysis of molecular systems; A3 Knowing and understanding statistical data analysis methods for biology and medicine, and survival analysis methods; A4 Knowing and understanding human physiological systems and biophysics; Abilities of doing research: B1 Being able to analyze various real world processes, to create, improve and assess mathematical models for solving problems in mathematics and biology; B2 Being able to choose and apply appropriate mathematical models for given biosystems; B3 Being able to find and synthesize information during the whole problem solving process; B4 Being able to analyze, interpret, compare and assess the results of modeling, select the optimal solutions, formulate and justify the conclusions, make forecasts; Special abilities: C1 Being able to constru ...

    Provider NameKaunas University of Technology

    Category: Learning Opportunities Location: Lithuania
  2. Business Big Data Analytics

    Objective(s) of a study programme: To prepare qualified specialists: with deepen knowledge in mathematics, computer science and business, enabling possibility to analyse business big data; able to identify at conceptual level the business issues in traditional and global organizations based on networking, to creatively apply the acquired knowledge in new situations, to develop mathematical models for relevant business decision-making, to critically evaluate data and results, as well as able to communicate information for audience of specialists, to work in a team and to continually develop their professionalism. Learning outcomes: Knowledge and its application A1. Demonstrate deepened and expanded math knowledge related to process and event analysis, prognosis, optimization, risk assessment and big data. A2. Have knowledge of business organizations’ operational processes, efficiency indicators, modelling principles, factors influencing decision-making, and able to use them for development of mathematical models. A3. Have knowledge of specification of enterprise informational needs, purpose of metadata, importance of big data management in the organization, and able to use databases, to create and use metadata, to specify user needs and limitations of the information system. A4. Have knowledge of mathematical methods applied to the development of analysis models for business big data, understand the analysis phases and their performance method, and able to apply it in the interdisciplinary area. A5. Have knowled ...

    Provider NameKaunas University of Technology

    Category: Learning Opportunities Location: Lithuania
  3. Applied Mathematics

    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: - Optional courses: It is possible: deepen subject areas knowledge, choosing a specialized field of study subjects; choose a variety of related studies offered ...

    Provider NameVytautas Magnus University

    Category: Learning Opportunities Location: Lithuania
  4. Financial and Insurance Mathematics

    Studijų programoje dvi šakos (finansų matematika ir draudimo matematika) turi bendrus dalykus (rinktiniai analizės skyriai, tikimybių teorija ir matematinė statistika, negyvybės draudimas, laiko eilučių analizė, stochastinė analizė, gyvybės draudimas, sveikatos draudimas, finansų matematika, rizikos teorija.), kuriems skirta 34 kreditai. Atskirų šakų dalykams skirti 9 kreditai, magistro darbui - 17 kreditų. ...

    Provider NameVilnius University

    Category: Learning Opportunities Location: Lithuania
  5. Mathematics and its Application

    Objective(s) of a study programme: The aim of the Mathematics and its Application programme is to prepare broad-minded specialists with strong background and adequate skills for solving various practical tasks, optimization and data analysis issues for industry and business, as well as the skills for energy systems analysis and other areas. Learning outcomes: Graduates of the programme will be able to deal with simulation, optimization, data analysis issues; develop mathematical models; apply information technology; perform statistical analysis, cost optimization, process forecasting or risk assessments. Graduates of Finance and Insurance Mathematics specialization will know the basic insurance and financial mathematics principles and techniques; will be able to meet the challenges arising from the economic and social fields; work with the basic statistical computer packages. Graduates of Statistics in Biomedicine specialization will know and understand data analysis methods of biomedical research and be able to operate mathematical software packages. Graduates of Mathematics in Power Engineering specialization will be able to apply mathematical models for solving issues in energy security, system reliability, and networked systems fields. Graduates of Mathematics Teaching specialization will have a good mathematical background and know mathematical teaching methods. Activities of teaching and learning: Lectures, practical work, seminars, laboratory work, individual work, reading literature, solving problem tas ...

    Provider NameVytautas Magnus University

    Category: Learning Opportunities Location: Lithuania
  6. Finance and insurance mathematics

    Objective(s) of a study programme: • To develop students' ability of abstract thinking, understanding of the mathematics principles and results, ability to apply theory when solving various problems; • To introduce the basic concepts of economics and of financial and insurance mathematics models; • To develop students' ability to analyze and evaluate a given economic situation, risks and financial markets; • To develop skills and competences needed in professional fields and in further studies. Learning outcomes: Program graduate will 1. Be able to understand abstract mathematical texts 2. Be able to use mathematical principles and logic in discussions 3. Show independence as a worker (He/She will be able to set achievable goals and manage time) 4. Be able to work in a team 5. Be able to communicate both orally and in writing using a foreign language 6. Be able to complete assigned tasks on time and as required 7. Be able to select appropriate software to solve actuarial and financial problems 8. Be able to use the World Wide Web resources 9. Be able to use several programming languages 10. Be able to understand the basic principles of insurance and use actuarial knowledge in practice 11. Be able to understand the main models of financial markets and use knowledge of financial mathematics in practice 12. Be able to understand the main economic laws and use knowledge of economics in practice 13. Be able to choose an appropriate data collection method 14. Be able to process data and understand obtained informatio ...

    Provider NameVilnius University

    Category: Learning Opportunities Location: Lithuania
  7. Mathematics

    Future specialists of mathematics study mathematical analysis, algebra, geometry, informatics, programming, probability theory, mathematical statistics, differential equations, general physics, etc. Professional training is not planned. This mathematics programme is intended for individuals who have acquired a secondary education and would like to become mathematics specialists. ...

    Provider NameKlaipeda University

    Category: Learning Opportunities Location: Lithuania
  8. Mathematics

    Objective(s) of a study programme: Study programme of Mathematics is designed to prepare highly qualified creatively thinking mathematics, who are able to understand and use mathematics in professional activity of an analyst, specialist of modelling and data analysis, to apply wide theoretical mathematical knowledge based on the results of fundamental and applied research; able to gather, analyse and organize data needed for solving problems in professional activity or innovation implementation, to obtain mathematically reliable findings, to convey subject information for specialists and large public, to manage modern information technologies, having skills of independent work and acquired need for lifelong learning, to work constantly on improving their professional qualification, to assume responsibility for the quality of their work and its outcomes. Learning outcomes: Graduate of the programme will be capable of: 1. Choosing and applying classical methods and laws of the main fields of mathematics (mathematic analysis, algebra, geometry, differential equations, function theory, probability theory and statistics) in solving theoretical as well as real tasks and problems, 2. working with applied mathematic software, manage contemporary information technologies, 3. Analysing, modelling and foreseeing real phenomena, processes and situations, applying known research algorithms and methods, conveying logically and intelligibly the formulation and results of a certain task, 4. Gathering, analysing various statist ...

    Provider NameSiauliai University

    Category: Learning Opportunities Location: Lithuania
  9. Mathematics

    The principal subjects of the programme are the following: differential equations, functional anglysis, probability theory and mathematical statistics, Navier-Stokes equations, probabilistic insurance models, analytic number theory, weak convergence of probability measures, boundary values problems for parabolic and hyperbolic equations, mathematical models in ecomonics, informatics, measure and integral theory, mathematical models of applied physics, continuum dynamics, selected topics in process theory, dynamical systems, variational methods in mathematical physics, difference methods for solving of differential equations, mechanics of solids, financial models with MS Exel. Professional training is not planned. ...

    Provider NameVilnius University

    Category: Learning Opportunities Location: Lithuania
  10. Mathematics and applications of mathematics

    The programme gives a basic higher mathematical knowledge. Its principal subjects are the following: algebra and geometry, calculus, diferential equations, probability theory and mathematical statistics, functional anglysis, equations of mathematical physics, combinatorics and graph theory, numerical metods of solution of linear albegraic equations, mathematical statistics, theory of functions of complex variable,mechanics, economic theory, informatics, practical informatics, data base management systems, visual programming, foreign languages, introduction of phylosophy. Other subjects form a block of elective subjects. During studies, the professional training is organized. ...

    Provider NameVilnius University

    Category: Learning Opportunities Location: Lithuania

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