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This is from a series of lectures - "Lectures on Quantum Theory" delivered by Dr.Frederic P Schuller.

FREE
This course includes
Hours of videos

583 years, 3 months

Units & Quizzes

21

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Certificate of Completion

Topics covered in this course will include the axioms of quantum mechanics; Hilbert and Banach spaces; projectors, bras and kets; measure theory; integration of measurable functions; self adjoint and essentially self-adjoint operators; spectra and perturbation theory; inverse spectral theorem; spectral theorem; Stone's theorem and construction of observables; spin; composite systems; total spin of a composite system; quantum harmonic oscillator; the Fourier operator; the free Schrodinger operator; and periodic potentials.

Course Currilcum

  • Lecture 01 – Axioms of Quantum Mechanics Unlimited
  • Lecture 02 – Banach Spaces Unlimited
  • Lecture 03 – Separable Hilbert Spaces Unlimited
  • Lecture 04 – Projectors, Bras and Kets Unlimited
  • Lecture 05 – Measure Theory Unlimited
  • Lecture 06 – Integration of Measurable Functions Unlimited
  • Lecture 07 – Self Adjoint and Essentially Self-adjoint Operators Unlimited
  • Lecture 08 – Spectra and Perturbation Theory Unlimited
  • Lecture 09 – Case Study: Momentum Operator Unlimited
  • Lecture 10 – Inverse Spectral Theorem Unlimited
  • Lecture 11 – Spectral Theorem Unlimited
  • Lecture 12 – Stone’s Theorem and Construction of Observables Unlimited
  • Lecture 13 – Spin Unlimited
  • Lecture 14 – Composite Systems Unlimited
  • Lecture 15 – Total Spin of a Composite System Unlimited
  • Lecture 16 – Quantum Harmonic Oscillator Unlimited
  • Lecture 17 – Measurements Unlimited
  • Lecture 18 – The Fourier Operator Unlimited
  • Lecture 19 – The Free Schrodinger Operator Unlimited
  • Lecture 20 – Periodic Potentials Unlimited
  • Lecture 21 – Relativistic Quantum Mechanics Unlimited