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Showing posts with label Operational Research Syllabus. Show all posts
Showing posts with label Operational Research Syllabus. Show all posts
IT 8th sem Operational Research Syllabus IT843 Operational Research Syllabus

IT 8th sem Operational Research Syllabus IT843 Operational Research Syllabus

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RGTU/RGPV IT 843 Operational Research Syllabus
RGTU/RGPV Operational Research SYLLABUS
Information Technology IT 8th Semester Syllabus

Branch : Information Technology, VIII Semester 
Course:  Operational Research

Unit  I:  Introduction to Linear Programming, Solution by Graphical and Simplex Method, Concept of Degeneracy and Duality, Artificial Variable Techniques : Big-M Method, Two Phase Method Solution of Transportation Problems by North-West Corner Method, Lowest Cost Entry Method, Vogel’s Method, Non-Degenerate Basic Feasible Solution, Assignment Model

Unit II: Integer Programming: Relationship to Linear Programming, Branch and Bound, Cutting Plane Techniques:  General Cutting Planes  ,    Dynamic Programming: Introduction, Bellman’s Principle of optimality, Applications of dynamic programming, Critical Path Method, PERT

Unit III: Replacement, Introduction, Replacement of items that deteriorate with time when money value is not counted and counted, Replacement of items that fail completely, group replacement. Games Theory: Introduction, Minimax (maximin), Criterion and optimal strategy, Solution of games with saddle points, Rectangular games without saddle points, 2 X 2 games, dominance principle– m X 2 & 2 X n games.

Unit IV: Inventory : Introduction , Single item – Deterministic models, Purchase inventory models with one price break and multiple price breaks shortages are not allowed , Stochastic models demand may be discrete variable or continuous variable, Instantaneous production. Instantaneous demand and continuous demand and no set up cost.

Unit V: Waiting Lines: Introduction, Single Channel, Poisson arrivals, exponential service times with infinite population and finite population models, Multi channel, Poisson arrivals, exponential service times with infinite population single channel Poisson arrivals: (M/M/1 :   /FCFS), (M/M/1 : N/FCFS), (M/E /1 : k/FCFS), (M/M/S : /FCFS)


IT843 Operational Research References:-
  • Ravindran , “Operation Research: Principles and practice”, Wiley India , 2ed.   
  • S.D.Sharma-Kedar Nath Ramnath & Co, “Operations Research”   
  • J.K.Sharma, “Operation Research”, MacMilan.   
  • Taha, “Introduction to O.R”, PHI.   Rattindra P. Sen, “Operations Research: Algorithms and applications”, PHI Learning.   
  • Purna Chandra, “Optimization in Engineering”, Scitech publication.