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 MA6453 Probability And Queueing Theory Handwritten Lecture Notes - Agalya Edition Rajee V+ Team Administator 27-04-2016, 01:22 PM (This post was last modified: 27-04-2016, 01:30 PM by Rajee.)     Probability And Queueing Theory Premium Lecture Notes, Prepared by Agalya. Specially for Computer Science Engineering and Information Technology. Syllabus Covered based on Anna University B.E CSE and B.Tech I.T.   CONTENT: PROBABILITY AND QUEING THEORY UNIT-1 (Pages: 64) RANDOM VARIABLE UNIT-2 (Pages: 36) TWO DIMENSIONAL RANDOM VARIABLE UNIT-3 (Pages: 32) RANDOM PROCESS UNIT-4 (Pages: 36) QUEUEING MODELS UNIT-5 (Pages: 29) ADVANCED QUEUEING MODELS Attachment: click here UNIT-1 RANDOM VARIABLE Definition for: 1. trial and even 2. Exhaustive events 3. Mutually exclusive events 4. Equally likely events 5. Independent event Definition for: 1. Discrete random variable 2. Probability mass function 3. Probability distribution Properties of distribution function Expected value of a discrete random variable Continuous random variable Probability density function Binomial distribution Binomial experiment Poison distribution Geometric distribution Memory less property Uniform distribution Experimental distribution Gamma distribution UNIT-2 TWO DIMENSIONAL RANDOM VARIABLE Definition: Two dimensional discrete variable Join probability mass function of discrete random variable Marginal probability function Conditional probability function Independent random variable Continuous random variable Regression Lines of regression Regression co-efficient Angle between the regression lines Transformation of random variable UNIT-3 RANDOM PROCESS Comparison of random variable and random process Poison process Discrete parameter UNIT-4 QUEUEING MODELS Characteristics of queuing system Kendall’s notation for representation queuing models Terminology Pure death process Birth and death process UNIT-5 ADVANCED QUEUEING MODELS Pollaczek - Khinchin formula Efficiency of a queuing system Classification of network Attachment: click here « Next Oldest | « Next Newest

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