Courses


Course TitleEducational programYearSemesterSyllabus
Foreign Language for Business Communication (2027)Masters 1.5 years1Spring 2027PDF
Historical and Philosophical Foundations of Social Development (2027)Bachelors1Spring 2027PDF
Practical Foreign Language Course for Scientific Communication. Part 1 (2027)Masters 2 years1Spring 2027PDF
Sustainable Innovative Development (2027)Masters 2 years1Spring 2027PDF
Sustainable Innovative Development (2027)Masters 1.5 years1Spring 2027PDF
Parabolic Boundary-Value Problems (2027)PhD2Spring 2027PDF
Foreign Language for Professional Purposes. Part 1 (2027)Bachelors3Spring 2027PDF
Functional Analysis (2027)Bachelors3Spring 2027PDF
Information Security (2027)Bachelors3Spring 2027PDF
Life Safety and Civil Protection (2027)Bachelors3Spring 2027PDF
Foreign Language for Professional Purposes. Part 2 (2027)Bachelors4Spring 2027PDF
Fundamentals of Economics (2027)Bachelors4Spring 2027PDF
Critical Thinking and Decision Making (2026)Bachelors1Fall 2026PDF
Foreign Language for Business Communication (2026)Masters 1.5 years1Fall 2026PDF
Fundamentals of Healthy Lifestyle (2026)Bachelors1Fall 2026PDF
Practical Foreign Language Course for Scientific Communication. Part 1 (2026)Masters 2 years1Fall 2026PDF
Ukrainian Language for Professional Purposes (2026)Bachelors1Fall 2026PDF
Practical Foreign Language Course for Scientific Communication. Part 2 (2026)Masters 2 years2Fall 2026PDF
Equations of Mathematical Physics (2026)Bachelors3Fall 2026PDF
Foreign Language for Professional Purposes. Part 1 (2026)Bachelors3Fall 2026PDF

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In-Person Educational Components


Classes with in-person instruction:

1st year of Bachelor's degree:

  • Fall semester:
    • Algebra and Geometry. Part 1
    • Architecture of computing systems
    • Critical Thinking and Decision Making
    • Mathematical Analysis. Part 1
    • Programming. Part 1 (Lectures)
  • Spring semester:
    • Algebra and Geometry. Part 2
    • Algorithms and Data Structures
    • Discrete Mathematics
    • Mathematical Analysis. Part 2
    • Programming. Part 2 (Lectures)

2nd year of Bachelor's degree:

  • Fall semester:
    • Prompt Engineering
    • Mathematical Logic and the Theory of Algorithms (Recitations)
    • Mathematical Analysis. Part 3
    • Probability Theory
  • Spring semester:
    • Differential Equations
    • Mathematical Statistics
    • Theory of Functions of a Complex Variable
    • Artificial Intelligence

3 year of Bachelor's degree:

  • Fall semester:
    • Databases and Information Systems (sections)
    • Stochastic Processes (sections)
    • Fundamentals of Machine Learning (sections)
    • Numerical Methods (sections)
  • Spring semester:
    • Data Analysis (sections)
    • Operations Research and Methods of Optimisation (sections)
    • Fundamentals of Geometric Modelling (sections)
    • Functional Analysis (sections)

Methodological Seminar


In June 2025, the Department of Applied Mathematics held a series of departmental methodological seminars to discuss the optimal content for new (or updated) Master's degree courses:

June 5, 2025 (Thursday) at 6:00 PM:

  • Numerical Methods in Mathematical Physics (Oryniak I.V.);

  • Geometric Modeling (Oryniak I.V.);

  • Fundamentals of Scientific Research (for research-focused Master's students) (Oryniak I.V.);

June 6, 2025 (Friday) at 6:00 PM:

  • Modeling Complex Systems (for research-focused Master's students) (Mazuryk R.V.);

  • Modeling Complex Systems (for professional Master's students) (Kostiushko I.A.);

June 10, 2025 (Tuesday) at 6:00 PM:

  • Applications of Generative AI (Liskin V.O., Shchoholiev M.O., Kovalchuk-Khymiuk L.O.);

  • Generative Artificial Intelligence (Buslaiev V.O.).