Lectures:
The basic disciplines of systems theory and system applications. Systems Theory, cybernetics, systems analysis and synthesis, operational analysis, system engineering. Basic terms and concepts of system sciences. A system component, binding, structure, inputs, outputs, the neighborhood system.
Subsystems and sub-systems hierarchy. The methodology of systems engineering.
A systems approach.
The behavior of the system, its status and characteristics. Transformation of the system operator.
Classification systems based on various criteria.
Model, identification, modeling and simulation systems.
Management systems. The general principle of management. Types of procedure.
Static systems. Mathematical description of static systems. Examples of static systems.
Graph theory. Basic notions of graph theory.
The code description of static systems using matrices. Tasks for static systems.
Methods of Operations Research. Critical Path Method (CPM).
Dynamical systems. Mathematical description of dynamic systems. Examples of dynamic system.
Laplace transform. Transmission system in the Laplace transform.
Static and dynamic properties of dynamic systems. Static characteristics.
Dynamic characteristics. Classification systems in order of linear differential equations
Theoretical education:
The concept of set. Types of sets. Relations between sets. Operations with sets.
Cartesian product of sets.
Relationships. Propositional functions. Operations with the statements.
Logic Systems. Fundamentals of Boolean algebra.
Basic rules of logic modeling systems.
Minimization of logic functions.
Analysis and synthesis of logical systems, examples.
Graph theory. The code description of static systems using matrices. Identification and precedence matrix.
Tasks for static systems.
Critical Path Method, examples.
Laplace transform. Examples of continuous transfer functions of feedback and direct transfer by Laplace transformation. Tables of Laplace transforms.
Laplace transform. Determination of original paintings and examples.
Solving linear differential equations using Laplace transform. Transmission of
continuous functions and examples.
Static characteristic and basic dynamic characteristics of dynamic systems and examples.
The basic disciplines of systems theory and system applications. Systems Theory, cybernetics, systems analysis and synthesis, operational analysis, system engineering. Basic terms and concepts of system sciences. A system component, binding, structure, inputs, outputs, the neighborhood system.
Subsystems and sub-systems hierarchy. The methodology of systems engineering.
A systems approach.
The behavior of the system, its status and characteristics. Transformation of the system operator.
Classification systems based on various criteria.
Model, identification, modeling and simulation systems.
Management systems. The general principle of management. Types of procedure.
Static systems. Mathematical description of static systems. Examples of static systems.
Graph theory. Basic notions of graph theory.
The code description of static systems using matrices. Tasks for static systems.
Methods of Operations Research. Critical Path Method (CPM).
Dynamical systems. Mathematical description of dynamic systems. Examples of dynamic system.
Laplace transform. Transmission system in the Laplace transform.
Static and dynamic properties of dynamic systems. Static characteristics.
Dynamic characteristics. Classification systems in order of linear differential equations
Theoretical education:
The concept of set. Types of sets. Relations between sets. Operations with sets.
Cartesian product of sets.
Relationships. Propositional functions. Operations with the statements.
Logic Systems. Fundamentals of Boolean algebra.
Basic rules of logic modeling systems.
Minimization of logic functions.
Analysis and synthesis of logical systems, examples.
Graph theory. The code description of static systems using matrices. Identification and precedence matrix.
Tasks for static systems.
Critical Path Method, examples.
Laplace transform. Examples of continuous transfer functions of feedback and direct transfer by Laplace transformation. Tables of Laplace transforms.
Laplace transform. Determination of original paintings and examples.
Solving linear differential equations using Laplace transform. Transmission of
continuous functions and examples.
Static characteristic and basic dynamic characteristics of dynamic systems and examples.