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Candidates enrolled for the discipline are required to study basics of all core engineering along with papers from the main subject. Engineering Mathematics is also given prime importance.
== Some of the Main subjects that are taught in Computer Science and Engineering are:: ==
* Engineering Mathematics
* Engineering Physics
* Engineering Chemistry &Environmental Studies
* Engineering Mechanics
* Engineering Graphics
* Basic Civil Engineering
* Basic Mechanical Engineering
* Basic Electrical Engineering
* Basic Electronics Engineering & Information Technology
* Problem Solving and Computer Programming
* Computer Organization
* Switching Theory and Logic Design
* Electronics Devices and Circuits
* Object Oriented Programming
* Data Structures and Algorithms
* Signals and Communication Systems
* Microprocessor Systems
* Theory of Computation
* Principles of Management
* Database Management Systems
* Digital Signal Processing
* Operating Systems
* Advanced Microprocessors & Peripherals
* Design and Analysis of Algorithms
* Internet Computing
* System Software
* Computer Networks
* Software Engineering
* Distributed Systems
* Micro controller Based Systems
* User Interface Design
* UNIX Shell Programming
* Embedded Systems
* Advanced Software Environments
* Web Technologies
* Compiler Construction
* Computer Graphics
* Object Oriented Modeling & Design
* Principles of Programming Languages
* Systems Programming
* Real Time Systems
* Data Mining and Data Warehousing
* Operating System Kernel Design
* Digital image processing
* Data Processing and File Structures
* Client Server and Applications
* High Performance Computing
* Artificial Intelligence
* Security in Computing
* E-commerce
* Grid Computing
* Bioinformatics
* Optimization Techniques
* Mobile Computing
* Advanced networking trends
* Multimedia Techniques
* Neural networks
* Advanced Mathematics
* Software Architecture
* Natural Language Processing
* Pattern Recognition
Engineering Mathematics
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Finite differences
Finite difference operators ∆,∇ ,E ,μ δ - interpolation using Newtons forward and backward formula –Newton’s divided difference formula - Numerical differentiation using Newtons forward and backward formula – Numerical integration – Trapezoidal rule – Simpsons 1/3rd and 3/8th rule
Z transforms Definition of Z transforms – transform of polynomial function and trignometric functions – shifting property , convolution property - inverse transformation – solution of 1st and 2nd order difference equations with constant coifficients using Z transforms.▼
▲Definition of Z transforms – transform of polynomial function and trignometric functions – shifting property , convolution property - inverse transformation – solution of 1st and 2nd order difference equations with constant coifficients using Z transforms.
Discrete numeric functions
Discrete numeric functions – Manipulations of numeric functions- generating functions –Recurrence relations – Linear recurrence relations with constant coefficients – Homogeneous solutions – Particular solutions – Total solution – solution by the method of generating functions.
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Principle and propagation of light in optical fibre- Step index (Single Mode and Multi Mode fibre) and
graded index fibre- N.A. and acceptance angle—Characteristics of optical fibres (Pulse dispersion, attenuation, V-number, Bandwidth-distance product) – Applications of optical fibres- Fibre optic communication system (Block diagram)- Optical fibre sensors (any five) – Optical fibre bundle.
== References ==
* www.cse.iitd.ernet.in
* www.cse.iitk.ac.in
* www.cse.iitb.ac.in
* www.iitg.ac.in/cse
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