Please do not divulge the URL
for this page to the undergraduates.
Currently being edited....
The webpage for the undergraduates is here and it contains further information and links.
The typeset course notes are here
What I do and when may be found
Both of the weekly lectures take place before the Thursday tutorial, which is from 11.15 to 12.05 in 4E 3.40/44.
Problem sheets and solutions
on the classification of ODEs, the method of separation of variables and the solution of first order linear equations.
on the solution of linear constant-coefficient equations. Homogeneous ODEs. Start of Inhomogeneous ODEs.
ODEs 5: Final section on the solution of Inhomogeneous ODEs.
Sheet 2 (supplementary) on the solution of more advanced equations. These are optional with more difficult questions than will be tested by the exams. Solutions
Matrices: Sheet 1 on terminology, notation, classification, multiplication and compatibility. Solutions
on determinants, Cramer's rule, their geometric interpretation and Gaussian Elimination.
on eigenvalues and the solution of linear ODE systems.
Laplace Transforms Sheet 0. This will be given out before next week's first lecture on LTs! Solutions covered in that lecture.
Definitions. Examples, unit impulse, derivatives, solution of some ODEs.
Shift theorems, the unit step function, convolution.
on root-finding using ad hoc and Newton-Raphson iteration. Includes convergence analyses.
Easter break for two weeks.
Ounces/grams data for Q2