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  1. Math
  2. Applied Mathematics
  3. Numerical Analysis
1089-35-347 Matti Lassas and Jennifer L Mueller* (), Department of
1089-35-347 Matti Lassas and Jennifer L Mueller* (), Department of
105 ALBERT— SOFTWARE FOR SCIENTIFIC COMPUTATIONS AND APPLICATIONS
105 ALBERT— SOFTWARE FOR SCIENTIFIC COMPUTATIONS AND APPLICATIONS
Tangent Plane Approximation & Newton's Method
Tangent Plane Approximation & Newton's Method
10/27 Self Help and Heroic Medicine Heroic Therapy
10/27 Self Help and Heroic Medicine Heroic Therapy
1.6 Computing and Existence
1.6 Computing and Existence
1.6 Computing and Existence
1.6 Computing and Existence
1.00/1.001 Tutorial 8 October 31 & November 1, 2005
1.00/1.001 Tutorial 8 October 31 & November 1, 2005
1.00 Lecture 33 Numerical Methods: Root Finding 2/11/12
1.00 Lecture 33 Numerical Methods: Root Finding 2/11/12
1.00 Lecture 25 Root Finding Numerical Methods: Two cases:
1.00 Lecture 25 Root Finding Numerical Methods: Two cases:
1.00 Lecture 22 Matrices They often represent a set of linear equations:
1.00 Lecture 22 Matrices They often represent a set of linear equations:
1. Introduction. A mimber of papers have been written about Halley`s
1. Introduction. A mimber of papers have been written about Halley`s
1. Introduction - IUST Personal Webpages
1. Introduction - IUST Personal Webpages
5.8 Chebyshev Approximation
5.8 Chebyshev Approximation
5. Maintaining quality
5. Maintaining quality
5. An example of weighted mean is a calculation of .
5. An example of weighted mean is a calculation of .
5 Postdocs and 9 Ph.D positions in mathematical image processing
5 Postdocs and 9 Ph.D positions in mathematical image processing
4777 MATHEMATICS (MEI) ADVANCED GCE Monday 28 June 2010
4777 MATHEMATICS (MEI) ADVANCED GCE Monday 28 June 2010
4776/01 MATHEMATICS (MEI) Numerical Methods WEDNESDAY 20 JUNE 2007
4776/01 MATHEMATICS (MEI) Numerical Methods WEDNESDAY 20 JUNE 2007
4776/01 MATHEMATICS (MEI) ADVANCED SUBSIDIARY GCE Monday 24 May 2010
4776/01 MATHEMATICS (MEI) ADVANCED SUBSIDIARY GCE Monday 24 May 2010
4776/01 MATHEMATICS (MEI) ADVANCED SUBSIDIARY GCE Friday 15 January 2010
4776/01 MATHEMATICS (MEI) ADVANCED SUBSIDIARY GCE Friday 15 January 2010
4776/01 ADVANCED SUBSIDIARY GCE MATHEMATICS (MEI) MONDAY 16 JUNE 2008
4776/01 ADVANCED SUBSIDIARY GCE MATHEMATICS (MEI) MONDAY 16 JUNE 2008
470 Computer programs which calculate various spectral characteristics of the
470 Computer programs which calculate various spectral characteristics of the
42 Tossing a coin (probability)
42 Tossing a coin (probability)
4.4 Computing π, ln 2 and e
4.4 Computing π, ln 2 and e