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  1. Probability And Queueing Theory Premium Lecture Notes - Agalya Edition
    Rs.60.00

    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

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  2. Operating Systems Premium Lecture Notes (All Units) - Lavanya Edition
    Rs.21.60

    Operating Systems (All Units) Handwritten Premium Lecture Notes, Prepared by Lavanya. Specially for Engineering Candidates. Syllabus Covered based on Anna University B.E EEE Engineering Seventh Semester.

    Syllabus :

    OPERATING SYSTEM

    UNIT-1 (pages: 23) :PROCESSES AND THREADS

    UNIT-2 (pages: 20) : PROCESS SCHEDULING AND SYNCHRONIZATION

    UNIT-3 (pages: 12) : STORAGE MANAGEMENT

    UNIT-4 (pages: 5) : FILE SYSTEM

    UNIT-5 (pages: 12) : INPUT OUTPUT SYSTEM

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  3. Computer Programming (CP) Premium Lecture Notes (All Units) - Selva Kumar Edition
    Rs.51.00

    Computer Programming (All Units) Handwritten Premium Lecture Notes, Prepared by Lecture Mr.Selva Kumar. Specially for Engineering Candidates. Syllabus Covered based on Anna University First Semester R2008 and R2013 Regulation.

    Syllabus :

    UNIT-1 (Pages: 54) : INTRODUCTION

    UNIT-2 (Pages: 53) : C PROGRAMMING BASICS

    UNIT-3 (Pages: 26) : ARRAYS AND STRINGS

    UNIT-4 (Pages: 21) : FUNCTION

    UNIT-5 (Pages: 16) : STRUCTURE AND UNIONS

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  4. Probability and Queueing Theory (All Units) Premium Lecture Notes - Kamalapriya Edition
    Rs.109.50

    Probability and Queueing Theory (All Units) Handwritten Premium Lecture Notes, Prepared by Lecture Thangasamy. Specially for Computer Science and Information Technology Candidates. Syllabus Covered based on Anna University Fourth Semester R2013 / R2008 Regulation.

    Syllabus :

    PROBABILITY AND QUEUEING THEORY
    UNIT-1
    RANDOM VARIABLES
    UNIT-2
    TWO DIMENSIONAL RANDOM VARIABLES
    UNIT-3
    RANDOM PROCESSES / MARKOV PROCESS AND MARKOV CHAIN
    UNIT-4
    QUEUEING MODELS / THEORY
    UNIT-5
    ADVANCED QUEUEING MODELS / NON-MARKOVIN MODELS AND NETWORK MODELS

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