Matrix Representation of an Operator in Quanum|| Lz in matrix form||

Light passing through prism||Dispersion||Physics

*Hot air rises* Experiment || Home made Experiment||#PhysicsForFun

Introduction to Laurent series (Definition part)|| part :-01|| #Complex#Physics

Principal value problem (Cauchy)|| Controversial question of CSIR NET|| #Complex

Problem on Rotation operator in Quantum mechanics||#Physics#CSIR NET#GATE

Analytic Function||introduction to cauchy rieman equation||#Complex#Physics#Mathematical physics

f(x)=|x|; checking continuity and differentiability of a function||#Physics#Mathematical Physics

Pauli Matrices in brief||#Physics#Shorts

Differentiability of a complex function||Part :-04||#Physics#Mathematics

Limits of Complex Function|| part:-03||#Physics#Mathematics

Complex Function || part :-02||argument of Z||#Mathematical Physics#Physics

Introduction to Complex Number||Part :-01||#Physics#Mathematical Physics

Laplace transformation in brief||Mathematical physics#physics#CSIR#NET#GATE

Properties of FOURIER TRANSFORMATION||part :-02||#Physics#Mathematics

Fourier transformation (Part :-01)|| Introduction to Fourier transformation||#Physics#NET#GATE

Trick to obtain Minimum number of Bound state for FINITE WELL|| part:-02||#Quantum mechanics

Finite well(Part:-01)|| Introduction to Finite well || #Quantum mechanics#Physics

Matrix Representation of an Operator in Quanum|| Lz in matrix form||#Quantum #physics

Uncertainty Relation between Operators||∆A∆B||#Physics#Quantum mechanics

Introduction to expectation value of an operator in Quantum mechanics||Part :-01||#Quantum#Physics

Sudden Expansion of 1-d box/Infinite square well || JEST problem|| #Quantum physics#JEST

Introduction to Infinite Square well potential||1-d box & important formula||#Quantum mechanics#

JEST series||Trick to find Expectation value of Momentum by Baker-Hausdorff Relation||JEST:-2012

JEST series||Problem on Product of Uncertainties||JEST :-2014#Physics#JEST