Part I
Upon completion of the program, the graduate will be able to:

• List and characterize the fundamental properties of elementary particles.
• Describe the historical evolution of fundamental concepts in particle physics and review the current state of the field.
• Review methodological aspects of particle detection.
• Differentiate between technologies used in the development of existing particle detectors.
• Present well-reasoned arguments regarding modern experimental facilities and technologies.
• Identify and evaluate the fundamental elements of statistics and basic aspects of data processing.
• List and characterize the principal methods of hypothesis testing, parameter estimation, and other fundamental statistical techniques.

Part II
Upon completion of the program, the graduate will be able to:

• Describe specific mathematical methods applied in both the Standard Model and other non-Abelian gauge theories.
• Identify and describe the symmetries of the Standard Model Lagrangian, the parameters of models beyond the Standard Model, and methods for estimating their uncertainties.
• Review key aspects of neutrino physics and baryogenesis and interpret the concept of extra dimensions.
• Review the design and operating principles of experimental facilities used in high-energy physics.
• Identify multivariate analysis methods based on machine learning and describe their application in data analysis.
• List and characterize the main software packages used for modeling and analyzing physical processes.
• Critically evaluate contemporary problems in physics and methodological approaches to addressing them, drawing on general research methods.
• Review and analyze scientific literature.

Part I
Upon completion of the program, the graduate will be able to:

• Establish connections between fundamental interactions and the properties of elementary particles.
• Demonstrate and evaluate the close relationship between theoretical and experimental achievements in particle physics.
• Demonstrate the capabilities of theory and experiment and critically assess their limitations.
• Evaluate various theoretical models using experimental data and select the optimal model.
• Apply existing detectors in practice and develop new types of detectors.
• Analyze specific situations and determine which new detector development projects they can contribute to.
• Participate effectively in the activities of research teams working with experimental facilities at particle accelerators.
• Effectively utilize accelerator parameters during experimental operations and critically assess opportunities for participating in the preparation of new experiments.
• Analyze data, formulate research problems, select appropriate methods for solving them, and apply these methods in practice.

Part II
Upon completion of the program, the graduate will be able to:

• Evaluate the strengths and limitations of the Standard Model, estimate the parameters and uncertainties of alternative models, and construct new theoretical models.
• Apply Noether's theorem in practice.
• Establish relationships between gauge symmetry groups and the properties of fundamental particle interactions.
• Apply software packages required for statistical analysis in practice.
• Draw valid conclusions using statistical hypothesis testing criteria.
• Independently conduct innovative research in particle physics.