Week 1:
Lecture 1 :Overview of basics of quantum Mechanics
Lecture 2 : Introduction to slater determinants
Lecture 3 : Form of the exact wave function
Week 2:
Lecture 4 : Variation Method
Lecture 5: Slaters Rules for Matrix elements
Lecture 6: Expectation value of Hamiltonian in single Determinant
Week 3:
Lecture 7: Derivation of Hartree Fock equation
Lecture 8: Derivation of Canonical Hartree Fook equation
Lecture 9: Orbital Energies and their interpretation
Week 4:
Lecture 10: Spin Integrated from of Hartree Fock equation for closed shell systems
Lecture 11: Hartree Fock Roothaan Equation and introduction of symmetry of two electron integrals
Lecture 12: Expression of Fock in terms of atomic integrals
Week 5:
Lecture 13: Roothaan equation in orthonomalized basic
Lecture 14: Change density bond order matrix population analysis
Lecture 15: Dipole moment introduction of basis set
Week 6:
Lecture 16 : Details of Basic sets
Lecture 17: Brillouins Theory
Lecture 18: Dissociation of Hydrogen Molecule RHF Problem
Week 7:
Lecture 19 : Inadequacies of Restricted Hartree Fook
Lecture 20: Introduction to Correlation energy
Lecture 21: Hartree Fook Perturbation Theory
Week 8:
Lecture 22: Derivation of first order perturbation wave function for ground state
Lecture 23: Derivation of second order Perturbation energy
Lecture 24: Physical Insight of pair correlation theory
Week 9:
Lecture 25: Introduction to configuration interaction method
Lecture 26: Configuration interaction method structure of Hamiltonian matrix
Lecture 27: Configuration interaction with only excited configuration
Week 10:
Lecture 28: Configuration interaction DCI in matrix from and single + double CI
Lecture 29: D-CI for Non - Interacting Hydrogen Molecules
Lecture 30: Size Consistency problem and N-dependence of D-CI correlation Energy
Week 11:
Lecture 31: Introduction to Second quantization
Lecture 32: Anti communication rules of second quantizes operates and operators in second quantization
Lecture 33: Diagrammatic representation of perturbation energy
Week 12:
Lecture 34: coupled cluster method
Lecture 35: Static correlation and introduction to multi-reference problem
Lecture 36: Introduction to MCSCF based methods
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