Teaching Assistants


Classes

  • Lecture: Friday, 10:15 – 12:00 (HG F 1)
  • Exercise: Tuesday 15:15 – 16:00
    • CHN E 42 – Students with last name A-E
    • NO C 44 – Students with last name F-J
    • NO C 6 – Students with last name K-O
    • CAB G 11 – Students with last name P-Sp
    • ML J 34.3 – Students with last name St-Z

Exam

  • Time: tba
  • Room: tba
  • Personal summary 4 pages (2 sheets) handwritten or machine-typed
    (single-spaced, font size at least 8 pts.)

Schedule and Lecture Slides

Lecture Notes FS2018

Date Lecturer Lecture
22.02.2019 Zavadlav Modeling Data: Linear Least Squares
01.03.2019 Zavadlav Nonlinear systems I: Bisection, Newton, Secant methods
08.03.2019 Zavadlav Nonlinear systems II: sets of equations
15.03.2019 Walther Interpolation and extrapolation I: Lagrange interpolation
22.03.2019 Walther Interpolation and extrapolation II: Cubic splines
29.03.2019 Walther Interpolation and extrapolation III: Radial basis functions
05.04.2019 Zavadlav Learning from Data: Neural Networks
12.04.2019 Zavadlav Numerical integration I: Rectangle, Trapezoidal and Simpson’s Rule
03.05.2019 Walther Numerical integration II: Richardson and Romberg
10.05.2019 Walther Numerical integration III: Adaptive Quadrature
17.05.2019 Walther Numerical integration IV: Monte Carlo
24.05.2019 Zavadlav Modeling Data: Bayesian inference
31.05.2019 Zavadlav Modeling Data: UQ

Exercises

The exercises begin in the second week of the semester.

Date Exercise, Tips Deadline Solution
26.02.2019 Exercise 1 03.03.2019 Solution 1
05.03.2019 Exercise 2 10.03.2019 Solution 2
12.03.2019 Exercise 3 17.03.2019 Solution 3
19.03.2019 Exercise 4 24.03.2019 Solution 4
26.03.2019 Exercise 5 31.03.2019 Solution 5
02.04.2019 Exercise 6 07.04.2019 Solution 6
09.04.2019 Exercise 7 14.04.2019 Solution 7
16.04.2019 Exercise 8 21.04.2019
30.04.2019
07.05.2019
14.05.2019
21.05.2019
28.05.2019

Textbooks

  • Numerical Analysis (R. L. Burden and J. D. Faires)
  • The Nature of Mathematical Modeling (N. Gershenfeld)
  • Introduction to Applied Mathematics (G. Strang)
  • Analysis of Numerical Methods (Isaacson and Keller)