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Showing below up to 50 results in range #51 to #100.
- Hw6 (1 revision)
- Aric Vyhmeister (1 revision)
- Nick SSB (1 revision)
- ASN8 - Make a page about interpolating FIR filters. Note how many multiply/add operations (1 revision)
- Chris' Page for HW 8 (sampling) (1 revision)
- Key Facts from Book (1 revision)
- Chris' Page for HW (1 revision)
- Noel, Michael (1 revision)
- FrTm (1 revision)
- ASN9 - Add to (1 revision)
- Brian Lenz (1 revision)
- Derivative Operator Picture Code (1 revision)
- The Fast Flipping Fourier Series (1 revision)
- Colby's Asgn (1 revision)
- HW14 What I Fixed (1 revision)
- ASN10 - Use Octave (or Mathlab or Silab) to plot the frequency response of low pass filters with cut off frequencies of 1/32T, 1/8T, and 1/4T and compare how many coeffficients are needed with an eye to answer the question (1 revision)
- An octave/MATLAB script to show the relation (1 revision)
- Sarris (1 revision)
- Multirate Filtering (1 revision)
- LTspice Simulation (1 revision)
- Sigma Delta A/D Converter by harrde (1 revision)
- ASN11 - Is our method the same as Mark Flower's? See Wiki. Same (1 revision)
- Complex conjugate (1 revision)
- HW2 (1 revision)
- Generalized Receiver (1 revision)
- Fourier Series: Basic Results (1 revision)
- Homework Ten (1 revision)
- Building Tips (1 revision)
- FFT Example (1 revision)
- 10 - Quadrature sampling (1 revision)
- Wooley, Andy (1 revision)
- Link to notes (1 revision)
- Grant, Joshua (1 revision)
- Reading from Chapter 7 (1 revision)
- Starr, Tyler (2 revisions)
- Hw10 (2 revisions)
- Inner product (2 revisions)
- HW16 Application (2 revisions)
- DFT example using MATLAB - HW11 (2 revisions)
- ASN11 - Our method versus Mark Flower's (2 revisions)
- Josh DSB (2 revisions)
- Fourier Transform (2 revisions)
- Cody Lorenz (2 revisions)
- Stirn, Jed (2 revisions)
- Travis.DeFluiter (2 revisions)
- Adaptive Filter Application by harrde (2 revisions)
- Andrew Roth's Fourier Series/Laplace Transform Project (2 revisions)
- Digital Logic (2 revisions)
- Mark's Article on the DFT (2 revisions)
- Delta function (2 revisions)