SUMMARY
To effectively study Quantum Mechanics and General Relativity, foundational knowledge in linear algebra, abstract algebra, mathematical analysis (both real and complex), and calculus is essential. Recommended resources include Griffiths' book on Quantum Mechanics, which provides significant mathematical insights, and lecture courses by Prof. Sourav Mukopadhyay on Abstract and Linear Algebra, and Prof. Balakrishnan on Quantum Physics. Familiarity with special relativity and classical mechanics, particularly Lagrangian and Hamiltonian mechanics, enhances understanding but is not strictly necessary for beginners.
PREREQUISITES
- Linear Algebra
- Abstract Algebra
- Mathematical Analysis (Real and Complex)
- Calculus
NEXT STEPS
- Study Griffiths' book on Quantum Mechanics, focusing on Chapter 3 for mathematical insights.
- Enroll in Prof. Sourav Mukopadhyay's course on Abstract and Linear Algebra.
- Explore Prof. Balakrishnan's lectures on Quantum Physics for foundational concepts.
- Review Prof. Shiva Prasad's course on Special Theory of Relativity.
USEFUL FOR
Amateur physicists, students preparing for advanced studies in Quantum Mechanics and General Relativity, and anyone seeking to build a strong mathematical foundation in physics.