Physics Lecture Notes
  1. Undergraduate
  2. Mathematical Physics
  3. Overview
  • Undergraduate
    • Introduction to Physics (portuguese)
      • Overview
      • Physics and Mathematics
      • Determinism and Statistics
      • Introduction to Statistical Mechanics
      • Introduction to Heisenberg Uncertainty Principle
      • Selected Exercises
    • Vector Calculus
      • Overview
      • Vector Spaces Products and Maps
    • Mathematical Physics
      • Overview
      • Dirac Delta
      • Green Functions
      • Propagators and Symplectic Structures
      • Propagators: Complete Solutions
      • Propagators in Field Theory
      • Scalar Fields
      • Scalar Fields: Propagators and Vacuum
    • Special Relativity
      • Overview
      • Galilean Relativity
      • Spacetime Algebra
  • Graduate
    • Electrodynamics
      • Overview
      • Conventions and Notation
      • Geometry Review for Electrodynamics
      • Calculus on Minkowski Spacetime
      • Maxwell Equations in Covariant Form
      • Accelerated Observers and Born Rigidity
      • Energy of the Electromagnetic Field
      • Radiation from a Moving Charge
      • Thomson Scattering

On this page

  • Mathematical Physics
    • Course Outline
  1. Undergraduate
  2. Mathematical Physics
  3. Overview

Mathematical Physics

Author

Sandro Vitenti

Mathematical Physics

These are the lecture notes and exercise lists for the Mathematical Physics course. The material is organized by topic, building from the Dirac delta distribution and Green’s functions to propagators, symplectic structures, and the quantization of scalar fields. The content is under development. This course material is in portuguese.

Course Outline

  • Dirac Delta
  • Green Functions
  • Propagators and Symplectic Structures
  • Propagators: Complete Solutions
  • Propagators in Field Theory
  • Scalar Fields
  • Scalar Fields: Propagators and Vacuum

Feel free to create issues, ask questions, or suggest improvements in the GitHub repository.

Reuse

CC BY-NC-SA 4.0
 
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