partial-differential-equations
The full Fourier series
taught
Expand a function on [-L, L] in one combined series of sines and cosines, with the sine and cosine series as its odd and even special cases.
Taught in
-
The full Fourier series
Partial Differential Equations
Requires
- fourier-sine-series required
- fourier-cosine-series required
Required by
- Complex Fourier series required
- Convergence of a Fourier series at a point required
- Even, odd, and periodic extensions required
- Laplace's equation by separation of variables on a disk required
- Parseval's equality required
- Term-by-term differentiation and integration of a Fourier series required
Local knowledge map
Local knowledge map
Click to expand
Solid arrows are required prerequisites; dashed are recommended or helpful. Lower rows are more foundational. Click any box to jump to that concept.