Each entry answers one question and plays it out on screen: drag it, step through it, read the numbers move. Written from the course syllabus in plain language; no course text is reproduced.

• Algebra of vector quantities
  • Coordinate systems and transformations
  • Vector quantities and their transformation laws
  • Products between vectors
  • Eigenvalues and eigenvectors of a tensor
• Vector analysis
• Complex numbers and analytic functions
• Taylor, Laurent and Fourier series
• Integration of complex functions

done   in progress   planned