Module - Application of Electrodynamics

After completing the program, the graduate:

• Learns about the latest achievements in the field of study;
• Contains a thorough knowledge of the fundamental issues of classical electrodynamics, the characteristics of the propagation of electric and magnetic fields in the environment and the issues of electromagnetic radiation;
• Determines knowledge of computing technologies and programming issues, programming languages ​​C++ and Fortran, Microsoft Visual Studio environment tools, structural and object-oriented programming rules;
• Possesses knowledge of first and second order differential equations, vectors, vector spaces, and vector calculus;
• Understands and possesses the basic parameters of antennas, the basic principles of electromagnetic field radiation and reception, and the calculation and design of various types of antennas;
• Familiar with the basic problems of applied electrodynamics; 
• Possesses and explains many multipole and auxiliary emitter methods;
• Familiar with the issues of light propagation in waveguides, surface plasmon wave propagation, optical properties of photonic crystals, negative environments, and optical properties of metamaterials;
• Possesses innovative methods for creating a software product prototype; knowledge of modern methods for project planning and management processes for obtaining software products; knowledge of software quality management and testing methodology.

Module - Applied Mathematics

After completing the program, the graduate:

• Possesses knowledge of algorithmic solvability of mathematical problems;
• Knows and explains methods for solving extremal problems;
•  Possesses thorough knowledge of functional analysis issues;
• Possesses thorough knowledge of innovative financial instruments and mathematical models in the financial field;
• Recognizes, describes, and explains the basic concepts of general topological spaces;
• Proficient in MATLAB tools for solving higher mathematics problems and visualizing data

Module - Application of Electrodynamics

After completing the program, the graduate:

• Analyzes and presents scientific work;
• Uses electromagnetic theory for practical tasks;
• Compiles programs for various scientific tasks using the programming languages ​​C++ and Fortran;
• Effectively uses mathematical tools in various physical tasks;
• Uses the auxiliary emitter method to solve some electrodynamics problems;
• Determines the characteristics of various simple antenna structures, selects the best antenna type according to requirements;
• Solves problems related to the propagation of light in free space, dielectrics, and waveguides;
• Solves problems related to calculating the optical properties of surface plasmons;
• Creates a software product prototype using innovative methods; defines and applies software quality management and testing methodologies;
• Plans and conducts research. 

Module - Applied Mathematics

After completing the program, the graduate:

• Formalizes algorithms and studies algorithmic systems;
• Independently conducts analysis of financial instruments;
• Discusses mathematical problems together in an abstract manner;
• Assesses the risk of innovative financial instruments;
• Creates its own program code in the MATLAB language of algorithms;
• Builds a mathematical model for real extreme problems;
• In various fields, such as economics, technology, medicine, sociology, and others, it selects an effective solution method for an extreme problem;
• Plans and conducts research;
• Formulates and presents issues in the relevant field of specialization consistently and clearly;
• Communicates effectively in writing and orally on issues in the relevant field of specialization using modern technologies;
• Analyzes and formulates applied problems in various fields using mathematical language;
• Purposefully uses modern information and communication technologies;
• Uses appropriate terminology and methods of the field in dialogue with specialists and non-specialists;
• Analyzes important issues in the field in the relevant specialty and formulates his/her own conclusions;
• Analyzes practical tasks in advance and validates the results obtained;
• Justifies conclusions with relevant knowledge and logic.

After completing the program, the graduate:

• Understands and embraces the role and importance of applied science in modern life and the development of technologies.