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syllabus for the subject of veterinary science - Punjab Public Service ...

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PAPER IISECTION- ATotal Marks:1001. Theory <strong>of</strong> Automata and Formal Languages.Finite State Models: Language definitions preliminaries, Regularexpressions/Regular languages, Finite automatas (FAs), Transition graphs(TGs),NF As, kleene's <strong>the</strong>orem, Transducers (automata with output), Pumpinglemma and non regular language Grammars and PDA: Context free grammars,Derivations, derivation trees and ambiguity, Simplifying CFLs , Normal <strong>for</strong>mgrammars and parsing, Push-down Automata, Pumping lemma and non-contextfree languages, Decidability, Chomsky's hierarchy <strong>of</strong> grammars, Turing MachinesTheory: Turing machines, Post machine, Variations on 1M, 1M encoding,Universal Turing Machine, Context sensitive Grammars, Defining Computers byTMs.REFERENCE MATERIAL:1. Introduction to Computer Theory, Denial Cohen, John Wiley & Sons, Inc.2. Introduction to Automata Theory, Languages and Computation, J Hopcraft, D.Ullman.3. Languages and Machines, An Introduction to <strong>the</strong> Theory <strong>of</strong> Comp. Sc., 2/eThomas A Sudkamp, Addison Wesley.2 Compiler Theory & DesignCompiler techniques and methodology. Organization <strong>of</strong> compilers. Lexical andsyntax analysis. Parsing techniques. Object code generation and optimization,detection and recovery from errors. Comparison between compilers andinterpreters.REFERENCE MATERIAL:1. Compiler Design and Construction, by Alfred V. Aho, Ravi Sethi, Hardcover 2 ndedition, 1987, Van Nostrand Reinhold,. ISBN: 0317636367.3. Numerical MethodsMa<strong>the</strong>matical Preliminaries, Solution <strong>of</strong> Equations in one variable, Interpolationand Polynomial Approximation, Numerical Differentiation and Integration, InitialValue Problems <strong>for</strong> Ordinary Differential Equations, Direct Methods <strong>for</strong> SolvingLinear Systems, Iterative Techniques in Matrix Algebra, Solution <strong>of</strong> non-linearequations, Approximation Theory, Eigenvalues and Eigenvector computation.

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