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Title+Summary	Name	Date
\(\S 9.1\) Schrodinger Picture of Time Evolution Node id: 784page \(\S 9.1\) Time Evolution of Quantum Systems-I \(\S 9.2\) Time Evolution of Quantum Systems-II \(\S 9.3\) Perturbation Expanstion of S Matrix in Interaction Picture	kapoor	21-11-09 17:11:55	n
\(\S 8.2\) Angular Momentum Eigenvalues and Eigenvectors Node id: 843page Angular Momentum Eigenvalues and Eigenvectors	kapoor	22-08-25 23:08:45	n
\(\S 8.1\) Harmonic Oscillator Energy Eigenvalues Node id: 842page Harmonic Oscillator Energy Levels Angular Momentum Eigenvalues and Eigenvectors	kapoor	22-08-25 23:08:21	n
\(\S 7.2\) Generalized Uncertainty Relation Node id: 1791page \(\S 7.1\) Canonical Commutation Relation \(\S 7.2\) Generalized Uncertainty Relation	kapoor	22-08-24 22:08:03	n
\(\S 7.1\) Canonical Quantization (LNK) Node id: 1792page \(\S 7.1\)Canonical Commutation Relation \(\S 7.2\) General Form of Uncertainty Relation	kapoor	22-08-25 23:08:26	n
\(\S 3.3\) Complete Orthonormal Sets Node id: 2020page Vector Spaces with Inner Product Inner product; Orthogonality and Gram Schmidt Procedure; Cauchy Schwarz and Triangle Inequalities. Linear Operators in Inner Product SpacesLinear operators; Adjoint of a linear operator; Hermitian operator; Unitary operators. Complete Orthonormal SetsComplete orthonormal sets; Setting up a representation in o.n basis; Dirac Bra and Ket Notation.	kapoor	22-04-20 23:04:09	n
\(\S 3.2\) Linear Operators in Inner Product Spaces Node id: 2019page Vector Spaces with Inner Product Inner product; Orthogonality and Gram Schmidt Procedure; Cauchy Schwarz and Triangle Inequalities. Linear Operators in Inner Product SpacesLinear operators; Adjoint of a linear operator; Hermitian operator; Unitary operators. Complete Orthonormal SetsComplete orthonormal sets; Setting up a representation in o.n basis; Dirac Bra and Ket Notation.	kapoor	22-04-20 23:04:06	n
\(\S 3.1\) Vector Space with Inner Product Node id: 2018page Vector Spaces with Inner ProductInner product; Orthogonality and Gram Schmidt Procedure; Cauchy Schwarz and Triangle Inequalities. Linear Operators in Inner Product SpacesLinear operators; Adjoint of a linear operator; Hermitian operator; Unitary operators. Complete Orthonormal SetsComplete orthonormal sets; Setting up a representation in o.n basis; Dirac Bra and Ket Notation.	kapoor	22-04-20 23:04:15	n
\(\S 2.3\) Matrix Representations of Operators Node id: 1946page	kapoor	21-06-12 00:06:52	n
\(\S 2.2\) Linear functionals and operators Node id: 1945page	kapoor	21-06-12 00:06:52	n
\(\S 2.1\) Basic Definitions Node id: 1944page	kapoor	21-06-12 00:06:04	n
\(\S 17.2\) Main Results on Addition of Angular Momenta Node id: 1469page Quantum Mechanics Lecture Notes-17 HOME PAGE Addition of Angluar Momenta Statement of the Problem Main Results on Addition of Angular Momenta Examples of Constructing \(\vert JM \rangle \) States	kapoor	22-08-25 09:08:36	n
\(\S 17.1\) Statement of the Problem Node id: 1445page Quantum Mechanics Lecture Notes-17 HOME PAGE Addition of Angluar Momenta Statement of the Problem Main Results on Addition of Angular Momenta Examples of Constructing \(\vert JM \rangle \) States	kapoor	22-08-25 09:08:56	n
\(\S 16.4\) Hydrogen atom Energy Levels Node id: 856page Quantum Mechanics Lecture Notes -16 HOME PAGE Spherically Symmetric Potential Problems General Properties of Spherically Symmetric Potentials Angular Momentum in Coordinate Representtaion Solution of Radial Equation Hyderogen Atom Energy Levels	kapoor	24-04-13 06:04:34	n
\(\S 16.2\) Angular Momentum in Coordinate Representation Node id: 854page Quantum Mechanics Lecture Notes -16 HOME PAGE Spherically Symmetric Potential Problems General Properties of Spherically Symmetric Potentials Angular Momentum in Coordinate Representation Solution of Radial Equation Hyderogen Atom Energy Levels	kapoor	22-08-25 09:08:52	n
\(\S 14.2\) Harmonic Oscillator in Three Dimensions Node id: 1094page Quantum Mechanics Lecture Notes - 14 HOME PAGE Problems in Higher Dimensions Free Particle in Three Dimensions Isotropic Harmonic Oscillator in Three Dimensions	kapoor	22-08-25 23:08:51	n
\(\S 14.1\) Particle in Three Dimensional Box Node id: 1095page Quantum Mechanics Lecture Notes - 14 HOME PAGE Problems in Higher Dimensions Free Particle in Three Dimensions Isotropic Harmonic Oscillator in Three Dimensions GO TO X-ROADS QM-14	kapoor	21-08-21 13:08:57	n
\(\S 13.5\) Reflection and Transmission from a Potential (LNK) Node id: 861page General Considerations on Solutions of Schrodinger Equation Particle in a Box, Square Well Dirac Delta Function Potential Harmonic Oscillator Reflection and Transmission from a Potential General Properties of Motion in One Dimension	kapoor	22-08-25 23:08:06	n
\(\S 13.4\) Harmonic Oscillator Energy Levels (LNK) Node id: 847page General Considerations on Solutions of Schrodinger Equation Particle in a Box, Square Well Dirac Delta Function Potential Harmonic Oscillator Energy Levels Reflection and Transmission from a Potential General Properties of Motion in One Dimension	kapoor	22-08-25 23:08:11	n
\(\S 13.2\) Particle in a Box and Square Well (LNK) Node id: 846page General Considerations on Solutions of Schrodinger Equation Particle in a Box, Square Well Dirac Delta Function Potential Harmonic Oscillator Reflection and Transmission from a Potential General Properties of Motion in One Dimension	kapoor	22-08-25 23:08:45	n

Browse & Filter

\(\S 9.1\) Schrodinger Picture of Time Evolution

\(\S 8.2\) Angular Momentum Eigenvalues and Eigenvectors

\(\S 8.1\) Harmonic Oscillator Energy Eigenvalues

\(\S 7.2\) Generalized Uncertainty Relation

\(\S 7.1\) Canonical Quantization (LNK)

\(\S 3.3\) Complete Orthonormal Sets

\(\S 3.2\) Linear Operators in Inner Product Spaces

\(\S 3.1\) Vector Space with Inner Product

\(\S 2.3\) Matrix Representations of Operators

\(\S 2.2\) Linear functionals and operators

\(\S 2.1\) Basic Definitions

\(\S 17.2\) Main Results on Addition of Angular Momenta

\(\S 17.1\) Statement of the Problem

\(\S 16.4\) Hydrogen atom Energy Levels

\(\S 16.2\) Angular Momentum in Coordinate Representation

\(\S 14.2\) Harmonic Oscillator in Three Dimensions

\(\S 14.1\) Particle in Three Dimensional Box

\(\S 13.5\) Reflection and Transmission from a Potential (LNK)

\(\S 13.4\) Harmonic Oscillator Energy Levels (LNK)

\(\S 13.2\) Particle in a Box and Square Well (LNK)

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