Teaching plan

Date Teacher Place Topic Lecture notes / comments
13.01.2014 Michael Floater 1215-1400, NHA, Seminarrrom B70 (738) Introduction to interpolation and approximation Interpolation
20.01.2014 MF   Newton interpolation and divided differences. Newton
27.01.2014 MF   Genocchi-Hermite. Interpolation error.  
03.02.2014 MF   Hermite interpolation Hermite
10.02.2014 MF   Multivariate interpolation Multivariate Hand in Assignment 1: Review questions 4.1.1, 4.1.3, and 4.1.5, and Computer exercise 4.1.1.
13.02.2014 MF 0915-1000, NHA, Seminarrrom B70 (738) Tutorial. Assignment 1.  
17.02.2014 Tom Lyche   4.2.3. Barycentric Lagrange interpolation, 3.2.3. Chebyshev polynomials, 4.2.6 (Runge phenomenon) Barycentric
24.02.2014 TL   4.3.3. Rational interpolation  
03.03.2014 MF   4.5.2. Weierstrass approximation theorem  
10.03.2014 MF   4.5.4-4.5.5 Least square approximation. Orthogonal polynomials. Hand in Assigment 2. Review questions 4.2.5, 4.3.2. Computer exercises 4.3.9, 4.3.12.
13.03.2014 MF   Tutorial. Assignment 2.  
17.03.2014 MF   4.5.4-4.5.5 Least square approximation. Orthogonal polynomials.  
24.03.2014 MF   4.5.7. Approximation in the max norm  
31.03.2014 MF   5.1.1. Interpolatory quadrature. 5.1.2 Treating singularities. 5.13. Classical formulas. Hand in Assignment 3. Reiew questions 4.5.2, 4.5.8, 4.5.10.
07.04.2014 MF   5.2.1. Euler-MacLaurin. 5.1.4. Superconvergence of the trapezoidal rule. 5.2.2. Romberg integration.  
14.04.2014       Easter holiday
21.04.2014       Easter holiday
28.04.2014 MF   5.3.2. Gauss rules. Gauss.
05.05.2014 MF   5.4. Multivariate integration Hand in Assignment 4. Review questions 5.1.3, 5.3.1. Computer exercise 5.3.8.
08.05.2014 MF   Tutorial. Assignments 3,4.  
         
Publisert 10. jan. 2014 17:02 - Sist endret 7. feb. 2020 16:09