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RESEARCH PROJECTYou are required to search for research articles and related information on one of the applications…

RESEARCH PROJECTYou are required to search for research articles and related information on one of the applications…

RESEARCH PROJECTYou are required to search for research articles and related information on one of the applications of scientificcomputing in a selected domain, then to write a research paper that reviews all related concepts and techniquesfor the selected application area.PROJECT OBJECTIVES• Search for the precise information independently.• Write a research paper based on the standard format.• Obtain more specific ideas about scientific computing applications in real-world problems.• Be able to provide new ideas based on information being reviewedINSTRUCTIONS• You are required to produce a research paper that critically discuss, review the existing works and proposeyour analysis regarding your selected application of scientific computing techniques in solving real-worldproblems. Here is a good source about the content and the structure of a generic research paper(https://explorable.com/research-paper-outline)• You have to find at least 4 related journal/conference articles from e.g. IEEE, ACM or any referred journalor conference publication related to your selected domain.• You are free to select any application area as long as you are implementing at least one of main of theconcepts of the course.FORMAT• Your paper must follow IEEE standard (.doc word template is given).• Total pages should not exceed 6 pages• Font times roman 10, single spacing. Course Topics:Modeling, Computers, and Error AnalysisChapter 1 Math Modeling and Problem SolvingChapter 2 Programming and SoftwareChapter 3 Approximations and Round-Off ErrorsChapter 4 Truncation Errors and the Taylor SeriesRoots of EquationsChapter 5 Bracketing MethodsChapter 6 Open MethodsChapter 7 Roots of PolynomialsChapter 8 Case Studies: Roots of EquationsLinear Algebraic EquationsChapter 9 Gauss EliminationChapter 10 LU Decomposition and Matrix InversionChapter 11 Special Matrices and Gauss-SeidelChapter 12 Case Studies: Linear Algebraic EquationsCurve FittingChapter 17 Least-Squares RegressionChapter 18 InterpolationChapter 19 Fourier ApproximationChapter 20 Case Studies: Curve Fitting