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Physical Sciences
Common Subject
Mathematical Methods: Basics
Vector Algebra
Orthogonal Curvilinear Coordinate
Gamma & Beta Function
Theory of Errors
Laurent & Fourier Series
First Order DEs
Cauchy-Euler Equations
Calculus of Variation
Functions of Complex Variable
Calculus of Residues
Series Solution of 2nd Order DE
Algebra of Matrices
Eigenvalues & Eigenvector
First Order Lagrange's DE
Partial DEs of Second Order
Integral Transforms
Laplace Transforms
Dirac-Delta Function
Tensor Analysis
Mathematical Methods: Advanced
Ordinary Differential Equations
Linear Algebra
Fourier Analysis
PDES
Complex Numbers and Functions
Power and Taylor Series
Laurent Series
Complex Analy. & Potential Theory
Numerics in General
Probability
Electronic & Experimental Methods
Digital Principles
Digital Logic
Combinational Logic Circuits
Data-Processing Circuits
Number Systems and Codes
Arithmetic Circuits
Clocks and Timing Circuits
Flip-Flops
Registers
Counters
Design of Sequential Circuits
D/A Conversion and A/D Conversion
Digital Integrated Circuits
Applications
Thermodynamic Statistical Physics
Micro-to-Macroscopic Behavior
Thermodynamic Concepts
Concept of Probability
Statistical Mechanics
Magnetic Systems
Non Interacting Particle Systems
Thermodynamic Relation & Process
Classical Gases and Liquids
Critical Phenomena
Many-Body Perturbation Theory
Nuclear & Particle Physics
Properties of Atomic Nucleus
Alpha Particles
Beta-Decay
Gamma Radiation
Nuclear Forces
Nuclear Models
Nuclear Reactions
Nuclear Fission and Fusion
Elementary Particles
Electromagnetic Theory
Vector Analysis