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                                                  Syllabus
                                                                 Hours per Week                  Total 
       Course Code                 Course Name                           T         P        Hrs.     Credits
                                                                L 
         BC3ECO07              SoftwareEngineering              4                  0          4          4 
    Course Objectives: 
                                                                            as the waterfall and 
            A                                                 models such 
                                                     process 
                                           software 
               general understanding of 
             evolutionary models                                  SRS documents 
                                                              the 
                                software requirements and 
                              of 
        2.Understanding                                                                  and 
                                 the                               including planning         scheduling 
                              of     role   project management 
             nderstanding                of                                                     cohesion 
                                                   and Modular            using coupling and 
        4.                       software                        Design 
             Understanding of              design 
        S.   Understanding of software testing and debugging approaches 
    Prerequisites : Nil 
    Co-requisites  Nil1 
    Curriculum: 
    Unit-I Introduction to Software Engineering 
    Introduction to Software Systems, Challenge in large projects, Successful software system, 
    Reasons for failure,  Engineering:  other disciplines,  Engineering,  Large  Projects,  Software 
    projects, Apply Engineering Approach, Software Process, Process Types, Multiple processes, 
    Step in a Process, Characteristics of a Good Process. Software Development Methodologies: 
    Overview of Software Development Life Cycle Phases, Waterfall Model, Prototyping Model, 
    RAD Model, Iterative  Development:  Spiral  Model,  Agile  Methodology-  Scrum,  Extreme 
    Programming. 
                                              Specification 
                               Engineering/ 
    Unit-II Requirements 
    Introduction to  requirement engineering, Requirement, Types of requirement, Requirements 
    Audience, Functional and non-functional requirements, Requirements imprecision, Problems 
     with natural language, Requirement problems, Structured presentation, Guidelines for writing 
     requirements,Systemequirements.  Requirements  and  design.  Alternatives  to  NL 
     specification,  Structured  language  specifications,  Form-based  specifications,  Tabular
     neeification, Graphical  models,  The  requirements  document,  IEEE  requirements  standard. 
     Data and  Process  Modeling:  Data  Model,  concept  of entity  and  relationship,  E-R model. 
     Pracess  Model,  Function Decomposition  Diagrams,  Data  Flow  Diagram  (DFD),  DFD 
     Notation, Context Diagram, Process Refinement, Physical DFD 
                                                                                                                                    BC3ECo7 
             Unit-Ill Software Project  Management 
             Introductio                                                              Effective  Projcet  Management,  Software  Project 
             Phases  and                                Management,  an 
                            and  Acti 
             Ses                     Activities.  Sofiware Soi            Development  Stratepies,  Project  Management  Process 
             Groups:  So                   ies, 
             uroups:  Schematic,  lnteraction                             Within  and  AcroSS                                  ect  Estimation:
             Management,  impact  of Good  Project                                                                                                        Stages i 
                                                                                Management.                                                               Levels of 
                                                                                        PERT  o  Approach to Estimation, 
            Application                         Estimation Approaches,                              Sizing                  FP Count, FP for Average 
                                                    Point                     Procedure, Components of 
               Cation,             Function                   Counting 
             Complexity Functions, COnstructive COst MOdel (COCOMO). 
             Unit-IV Software Design 
             Software  Design  Process,  Characteristics  of a Good  Design,  Design  Principles. Modular
             esign. concepts of Coupling and  Cohesion,  Design Notation and  Specification,  structurea 
             esign  Methodology.  Coding:  Programming  Principles  and  Guidelines,  Coding  Process, 
             Refactoring. 
            Unit-V Software Testing 
            Basics  of Testing,  Test  Case,  Levels  of Testing,  Stub  Modules,  Test Drivers,  Test Drivers 
            during  Partial  Integration,  Testing,  Modules  with  Top  Down  Integration, Testing  Modules 
            with Bottom Up Integration, Regression Testing, Alpha testing and Beta testing, Debugging. 
            Black  box  vs.  white  box  testing:  Black  Box  Testing  techniques,  White  Box  Testing 
            techniques, Statement Coverage, Basic Path Testing, Cyclomatic Complexity. 
            List of Practieals: 
            Not Appicable. 
            Project: 
            Optional. 
            Course Outcomes:
                  A. Students will be able to apply appropriate software process model. 
                  B.  Students will  be  able  to  apply                            requirement  engineering  and  manage  software 
                         requirement in terms of DFD and SRS document. 
                  C.  Students will be able to apply estimation techniques at different stages of software 
                        project management. 
                  D. Students will be able to use design methodology and effective modular design. 
                  E.  Students will be able to use different strategy for software testing and debugging. 
           Text Books: 
            1     An                     Approach to Software 
                        Integrated                                           Engineering, Pankaj Jalote, Narosa 
                  House publications                                                                                                    Publishing 
           2.  Sofware Engineering: A Practitioners Approach, R.  S.  Pressman, McGraw Hill 
          3  Software Engineering: Concepts & Practices, Ugrasen Suman, Cengage Learning 
           Reference Books: 
            SofiwareEngineering Concepts, Richard E.  Fairly, Tata McGraw Hill                                                            New York 
           9Fundamentals of Software Engineering, Rajib Mall, PHI PaAblication  Inc. 
      3.     Software  Engineering 
                                           "g                              Ali  Behforooz  and  Frederick  J  Hudson,  Oxford 
             University  Press                     Fundamental, 
      4.  S            Bily Press 
      .Sofware Project 
       5                                                        A Concise                                    PHI 
                                          Management:                                                                Learning 
             0Jware Engineering, lan Sommerville, Pearson Education, New Delhi 
                                                                               Stnay,uation, New Delnt 
       Web Source: 
        .    https://www.tutorialspoint.com/software_engineering 
       2.  https:/www.agilealliance.org/agile1 01/ 
        3.   http:/www.softwaretestinghelp.com/ 
        Open Learning Source: 
              https://www.coursera.org/courses?languages=en&query=software+engineering 
        2.    http://nptel.ac.in/courses/106101061/32 
     Cour..e  Code                                         yabu 
                                   Course  tmee                              urs per Weck                         --          Credit 
       BC3                                                                     L                        P          Hrs. 
                   EMo3  Computer Ori-nted                                                                    i 
                                  Numerical MMethods 
    Coursc Cbjective: 
          1.    equip  the students with the knowledge of nimerical approximatiors, errors ind its types 
          2.    provide knowledge of solution of algebraicand transcendental equations. 
          3.    To provide knowledge of interpolation formulae. 
          4.     lo provide knowledge of partial derivatives using difference operators. 
           5.                  the students with the  knowledge of Computer Oriented Numerical Methods with 
                 qup 
                 emphasis on theory and application portion. 
     Prerequisites: Students must have a sound background in mathematics. 
     Co-requisites: Nil 
     Curriculum: 
      Unit-I Numerical Analysis using computers: 
                  Numerical approximations, fixed  point and  floating  point representations, Approximatiois, 
                  Errors and its types.                                                           Bisection,  Regula  Falsi,  Newton-
                  Solution  of algebraic  and  transcendental  equations: 
                                                         order of 
                                            and their                convergenice. 
                  Raphson Method                               Gauss elimination,  Gauss  Jordan  Method,  Jacobi  Method, 
                                   Linear Equations: 
                  System of 
                  Gauss  Seidel Method. 
                    Difference                        and Interpolation methods: 
       Unit-1I                        Operators                                          difference                   Estimation of  missing 
                    Difference operators, Fundamental theorem of                                        calculus, 
                   terms,  Factorial  Polynomial,  Interpolation:  Newton Forward and Backward  Forinulae, 
                   Central  difference  Interpolation  Formulae,  Lagrange's  and                             Newton's  divided differenece 
                   formulae, Numerical Differentiation. 
                                                                 Solution of                     differential Equatious 
                                                          and                     Ordinary 
                                        Integration 
        Unit-1II: Numerical                                                and                  rule  Weddles rule. 
                                           formulae  Trapezoidal                 Simpson's             , 
                    Newtons cotes                              Euler's Method,  Runge-Kutta  Method,  Milne's  Predictor and 
                     Picard's  Method,  Modified 
                    Corrector method. 
                                                                         Partial Differntial                         : 
                                                        solution of                                 Equations 
         Unit-IV: Mesh programming,                                                                                         Suiution  of  Partial 
                    Concept  of  mesh,  partial  derivatives  using  dilference  opcrators, 
                    differential equations of clliptie, hyperbolie and  parabolic type  using mesh 
                       Curve                methods 
          Unit-V:                itting 
                     Least square method,  Nonlinear cire itting 1Data  fiting, C'ubie  Srines aAp;n:                                                    ) 
                     by Chebyshev Polynomials.