This is an all-English international postgraduate course with 32 online class hours focusing on general relativity. It covers the equivalence principle, field equation solutions and cutting-edge observations. The course cultivates mathematical logic and physical intuition, laying a solid foundation for frontier research on gravitational waves, black holes and related fields.
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Syllabus
- General Relativity Introduction
- Chapter 1 From Special to General Relativity
- Chapter 2 The Equivalence Principle and Its Consequences
- Chapter 3 Curved Spacetime
- Chapter 4 Vectors and Tensors in Curved Space
- Chapter 5 The Riemann Curvature Tensor
- 5.1 The Riemann Curvature Tensor(Ⅰ)
- 5.2 The Riemann Curvature Tensor(Ⅱ)
- Chapter 6 The Stress-Energy Tensor and the Equation of Motion
- 6.1 The Stress-Energy Tensor and the Equation of Motion(Ⅰ)
- 6.2 The Stress-Energy Tensor and the Equation of Motion(Ⅱ)
- Chapter 7 The Einstein Field Equations
- 7.1 The Einstein Field Equations(Ⅰ)
- 7.2 The Einstein Field Equations(Ⅱ)
- Chapter 8 The Schwarzschild Solution
- 8.1 The Schwarzschild Solution(Ⅰ)
- 8.2 The Schwarzschild Solution(Ⅱ)
- Chapter 9 Classical Tests of General Relativity (Part 1)
- 9.1 Classical Tests of General Relativity (Part 1)(Ⅰ)
- 9.2 Classical Tests of General Relativity (Part 1)(Ⅱ)
- Chapter 10 Classical Tests of General Relativity (Part 2)
- 10.1 Classical Tests of General Relativity (Part 2)(Ⅰ)
- 10.2 Classical Tests of General Relativity (Part 2)(Ⅱ)
- Chapter 11 Black Hole Physics
- 11.1 Black Hole Physics(Ⅰ)
- 11.2 Black Hole Physics(Ⅱ)
- Chapter 12 Gravitational Waves
- 12.1 Gravitational Waves(Ⅰ)
- 12.2 Gravitational Waves(Ⅱ)
- Chapter 13 An Introduction to Cosmology
- 13.1 An Introduction to Cosmology(Ⅰ)
- 13.2 An Introduction to Cosmology(Ⅱ)
- Chapter 14 The Dynamics of the Universe
- 14.1 The Dynamics of the Universe(Ⅰ)
- 14.2 The Dynamics of the Universe(Ⅱ)
- Chapter 15 The Modern View of the Cosmos
- 15.1 The Modern View of the Cosmos(Ⅰ)
- 15.2 The Modern View of the Cosmos(Ⅱ)
- Final Examination
Taught by
ChenXun Yuan, Babomurot Ahmedov, and Abdujabbarov Ahmadjon