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Principle algorithms and mathematical concepts I would recommend all engineers to know.

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Nates math tutorials:

The following is my personal reference repository of math examples and concepts that I have found to be useful. The following list introduces various topics as well as provides examples.

  1. Least Squares
  2. Levenberg Marquardt
  3. NLSQ Constraints / Barrier functions
  4. Kalman Filter
  5. Recursive Least Squares
  6. Gauss Newton
  7. Gradient Descent
  8. NLSQ With Multiple Datasets
  9. Signal Reconstruction by Time Stamp
  10. Majority Least Squares
  11. Fourier Transform

Disclaimer: These tutorials may be chalk full of errors and may be utter rubbish. These tutorials represent my limited understanding of these topics and should not be used as any type of a definitive reference.

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