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  • Numerical Methods (Summer 20)
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    Course Overview
    Announcements
    Course Assessment Strategy/ Reference/ Practice Booklist
    Course Assessment Strategy/ Reference/ Practice Booklist
    Course Outline
    Text_Book
    Folder of Reference Books
    Week#01:Error Discussion , SLE and Bisection Method
    Error Discussion_Lecture_Note
    Lecture_Video_ 24.06.2020
    Bisection Method_Lecture Note#01
    Bisection Method_Lecture_Note#02
    Bisection Method_Hand_Note#03
    Bisection Method_Video#01
    Bisection Method_Video#02
    Bisection Method_Video#03
    Bisection Method_Video#04
    Bisection Method_Video#05
    Exercises
    Practice Lesson on Algebraic and Transcendental equation by Bisection Method
    Coding
    ChatBox for Peer Discussion on error analysis and bisection method
    Forum on discussion for Week#01
    Quiz-1
    Week#02: Newton Raphson Method for Algebraic and Transcendental equation
    Formula Derivation
    Newton Raphson_Method_Lecture_Note#01
    Newton Raphson_Method_Lecture_Note#02
    Newton Raphson_Method_Hand_Note#03
    Example
    Newton Raphson Method Exercise #01
    Newton Raphson Method Exercise#02
    Newton Raphson Method Exercise#03
    Practice Lesson on Algebraic and Transcendental equation by Newton Raphson Method
    Forum on discussion question and answer for week#02 topics
    Class Work
    Week #03: Newton's Forward and Backward Interpolation Formula
    Newton-Forward Method_Lecture_Note
    Newton-Backward Method_Lecture_Note
    Newton Forward-Backward Method_Hand_Note
    Newton's Forward and Backward Interpolation Formula_Video#01
    Newton's Forward and Backward Interpolation Math_Video#02
    Newton's Forward Interpolation Math_Video#03
    Newton's Forward Interpolation Math_Video#04
    Newton's Backward Interpolation Math_Video#06
    Newton's Forward Interpolation Math_Video#05
    Assignment on Newton's Forward and Backward Interpolation Formula
    Forum-Discussion on Week#03 Lessons
    Week #04:False Position and Fixed Point Iterative Methods
    Algorithm -False Position Method_Lecture_Note
    False Position Method_Lecture_Note
    Regula Falsi Method_Video#01
    Regula Falsi Method_Video#02
    Fixed-Point Iterative Method_Lecture_Note
    Fixed Point Iterative method_Video#01
    Fixed Point Iterative method_Video#02
    Fixed Point Iterative method_Video#03
    Practice Lesson on Algebraic and Transcendental equation by False-Position and Fixed Point Iterative Methods
    Forum on Week # 4 discussion
    Week#05: Lagrange Interpolation and, Maximum and Minimum value of a tabulated functions
    Lagrange Interpolation-Lecture_Note
    Lagrange interpolation method_Video#01
    Lagrange interpolation method_Video#02
    Lagrange Method Exercise
    Maxima-Minima_Tabular_Function-Lecture_Note
    Maximum and Minimum value of a tabulated functions_Video#01
    Maximum and Minimum value of a tabulated functions_Video#02
    Week #06: Jacobs method and Gauss Seidal Iteration Method
    Jacobs method_Lecture_Note#01
    Jacobs method_Lecture_Note#02
    Jacob Method Video#01
    Jacobs Method Video#02
    Gauss Seidal Iteration Method_Lecture_Note
    Gauss Seidal Iteration Method-Link_Page
    Gauss Seidal Iteration Method_Video#01
    Gauss Seidal Iteration Method_Video#02
    Forum: Discussion on week#06 Lessons
    Week #7 Midterm exam
    Forum : Discussion on Midterm exam
    CSE234(Numerical Methods) Midterm Question summer-2020
    Week#08: Curve Fitting
    Curve Fitting-Lecture_Note
    Curve Fitting-Lecture-Video#01
    Curve Fitting-Lecture-Video#02
    Curve Fitting-Lecture-Video#03
    Forum: Discussion on Curve Fitting
    Week#09: Divided difference interpolation
    Divided difference interpolation-Lecture_Note
    Divided Difference_Video
    Difference between extrapolation-and-interpolation_Video
    Forum on topic understanding of week#09
    Week #10: Runge kutta method
    Runge kutta method fourth order-Lecture_Note
    Runge Kutta_Class record : 22/07/2020
    Runge kutta method-Video#02
    Runge kutta method-Video#03
    Runge kutta method-Video#04
    Runge kutta method-Video#05
    Forum on Discussion
    Assignment on Runge Kutta Method
    Week # 11:Numerical Integration and Derivatives
    Numerical Integration_Lecture_Note
    Numerical Integration_Video#01
    Numerical Integration_Video#02
    Numerical Integration_Video#03
    Numerical Integration_Video#04
    Numerical Integration_Video#05
    Numerical Integration_Video#06
    Numerical Integration_Video#07
    Numerical Derivatives_Lecture_Note
    Numerical Derivatives_Video#01
    Assignment on Numerical Integration and Derivatives
    Forum for Discussion , Question and Answer
    Week#12: Factorization
    Factorization-Lecture_Note
    Factorization-Video
    Assignment on Factorization
    Quiz-2
    Week 13: Final Exam
    ABAM_CSE234_PC-C_Final
    Presentation
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  1. CSE234 (ABAM-202)
  2. Course Assessment Strategy/ Reference/ Practice Booklist
  3. Course Assessment Strategy/ Reference/ Practice Booklist

Course Assessment Strategy/ Reference/ Practice Booklist

Completion requirements

Course Rationale

Numerical analysis, area of mathematics and computer science that creates, analyzes, and implements algorithms for obtaining numerical solutions to problems involving continuous variables. Such problems arise throughout the natural sciences, social sciences, engineering, medicine, and business. Since the mid 20th century, the growth in power and availability of digital computers has led to an increasing use of realistic mathematical models in science and engineering, and numerical analysis of increasing sophistication is needed to solve these more detailed models of the world. The formal academic area of numerical analysis ranges from quite theoretical mathematical studies to computer science issues. With the increasing availability of computers, the new discipline of scientific computing, or computational science, emerged during the 1980s and 1990s. The discipline combines numerical analysis, symbolic mathematical computations, computer graphics, and other areas of computer science to make it easier to set up, solve, and interpret complicated mathematical models of the real world.

 

Course Objective

The aim of this course is to teach the students’ different numerical methods which are essential in many areas of modern life. This course will develop their programming knowledge and analysis ability of the underlying mathematics in popular software packages. From this course, students’ will learn:

·         Computing integrals and derivatives

·         Solving differential equations

·         Building models based on data, be it through interpolation, Least Square,  

          or other methods

·         Root finding and numerical optimization

·         Estimating the solution to a set of linear and nonlinear equations

·         Computational geometry

Course Outcomes (CO’s)

CO1

Solve differential equations that arises in the field of engineering and interpret the result.

CO2

Estimate  errors in calculation of various methods

CO3

Develop codes and analyze its efficiency level

CO4

Explain numerical procedures that are used in developing different software packages

CO5

Apply knowledge and skills to optimize a problem  

 

Program Outcomes (PO’s)

CO-PO Mapping

PO’s

CO’s

PO1

PO2

PO3

PO4

PO5

PO6

PO7

PO8

PO9

PO10

PO11

PO12

CO1

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CO2

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CO3

 

 

 

√

√

 

 

 

 

 

 

 

CO4

 

 

 

√

√

 

 

 

 

 

 

 

CO5

√

√

 

 

 

 

 

 

 

 

 

 

 


Grading Scheme:

Attendance-                                             07
Quiz               -                                          15
Assignment-                                            05
Presentation-                                          08
Mid -Term Exam-                                    25
Final Exam-                                              40
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Total-                                                       100




Click Course Assessment Strategy Reference Practice Booklist.docx link to view the file.
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