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Introduction to Numerical Analysis
OCW Master Course Number
18.330
Spring 2012
OCW_LOMv1.0
Author
Demanet, Laurent
2020-12-26
OCW Course Topics
Mathematics
Computation
OCW Course Topics
Mathematics
Applied Mathematics
contents/index.htm.xml
Introduction to Numerical Analysis
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Introduction to Numerical Analysis
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18-330s12.jpg
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18-330s12-th.jpg
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Lecture Notes
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Introduction to Numerical Analysis, Lecture 1
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Introduction to Numerical Analysis, Lecture 4
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Introduction to Numerical Analysis, Lecture 3
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Introduction to Numerical Analysis, Lecture 7
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Introduction to Numerical Analysis, Lecture 2
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Introduction to Numerical Analysis, Lecture 5
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Introduction to Numerical Analysis, Lecture 6
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Assignments
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Introduction to Numerical Analysis Assignment 2
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Introduction to Numerical Analysis Assignment 7
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Introduction to Numerical Analysis Assignment 3
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Introduction to Numerical Analysis Assignment 1
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Introduction to Numerical Analysis Assignment 8
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Introduction to Numerical Analysis Assignment 4
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Introduction to Numerical Analysis Assignment 6
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Introduction to Numerical Analysis Assignment 5
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Tools
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spline_test.m
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fourier_interp.m
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IVP_test2.m
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IVP_test.m
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interp_test.m
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Syllabus
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Instructor Insights
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18-330_classroom-1.png
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18-330_stat-students.png
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Legal Notices
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Privacy Statement
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Trademark Notices
contents/18-330s12-th.jpg.xml
contents/tools/fourier_interp.m.xml
contents/lecture-notes/index.htm.xml
contents/lecture-notes/MIT18_330S12_Chapter7.pdf.xml
contents/assignments/index.htm.xml
contents/assignments/MIT18_330S12_hw4.pdf.xml
contents/lecture-notes/MIT18_330S12_Chapter5.pdf.xml
contents/lecture-notes/MIT18_330S12_Chapter3.pdf.xml
contents/assignments/MIT18_330S12_hw8.pdf.xml
contents/assignments/MIT18_330S12_hw2.pdf.xml
contents/lecture-notes/MIT18_330S12_Chapter2.pdf.xml
contents/tools/spline_test.m.xml
contents/lecture-notes/MIT18_330S12_Chapter6.pdf.xml
contents/tools/IVP_test2.m.xml
contents/instructor-insights/18-330_stat-students.png.xml
contents/syllabus/index.htm.xml
contents/index.htm.xml
contents/lecture-notes/MIT18_330S12_Chapter1.pdf.xml
contents/assignments/MIT18_330S12_hw7.pdf.xml
contents/tools/IVP_test.m.xml
contents/instructor-insights/18-330_classroom-1.png.xml
contents/18-330s12.jpg.xml
contents/assignments/MIT18_330S12_hw5.pdf.xml
contents/assignments/MIT18_330S12_hw1.pdf.xml
contents/instructor-insights/index.htm.xml
contents/assignments/MIT18_330S12_hw6.pdf.xml
contents/tools/interp_test.m.xml
contents/lecture-notes/MIT18_330S12_Chapter4.pdf.xml
contents/assignments/MIT18_330S12_hw3.pdf.xml
contents/tools/index.htm.xml
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18-330s12.jpg
Four of the Riemann summation methods for approximating the area under curves. © Wikipedia. License CC BY-SA. This content is excluded from our Creative Commons license. For more information, see http://ocw.mit.edu/fairuse.
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LOMv1.0
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Spring 2012
OCW_LOMv1.0
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Demanet, Laurent
2020-12-26
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This site (c) Massachusetts Institute of Technology 2020. Content within individual courses is (c) by the individual authors unless otherwise noted. The Massachusetts Institute of Technology is providing this Work (as defined below) under the terms of this Creative Commons public license ("CCPL" or "license") unless otherwise noted. The Work is protected by copyright and/or other applicable law. Any use of the work other than as authorized under this license is prohibited. By exercising any of the rights to the Work provided here, You (as defined below) accept and agree to be bound by the terms of this license. The Licensor, the Massachusetts Institute of Technology, grants You the rights contained here in consideration of Your acceptance of such terms and conditions.
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OCW Master Course Number
18.330 Introduction to Numerical Analysis Spring 2012
This course analyzed the basic techniques for the efficient numerical solution of problems in science and engineering. Topics spanned root finding, interpolation, approximation of functions, integration, differential equations, direct and iterative methods in linear algebra.
CIP
270303
series expansions
root finding
interpolation
Fourier transform
approximation functions
least-squares approximation
principal component analysis
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