The Unreasonable Effectiveness of the Fourier Transform @crowd_supply
The Unreasonable Effectiveness of the Fourier Transform  @crowd_supply
Uploaded October 2025 | Updated September 2026, 3 weeks ago
Traditionally modulated radio interfaces suffer from a wide variety of problems. Some radio interfaces get very confused if the carrier is not centered where it’s supposed to be; some radio interfaces provide a high error rate on noisy channels; some radio interfaces suffer from the "digital cliff" in receivability; some radio interfaces use a wide bandwidth, and are very susceptible to uneven channel fading; some radio interfaces cannot tolerate multipath (signals bouncing on the way to a receiver); some wideband radio interfaces get completely muted by even a single tone of interference; and the list goes on. For each of these problems, an enormous amount of research went into mitigations for AM- and FM-style modulations, and each of these mitigations became computationally intensive and difficult to scale to higher data rates. With the advent of OFDM-derived modulations, however, almost all of these problems are very efficiently solved in one fell swoop! It seems like magic, but it is actually very understandable — at least, if you aren’t trying to read it out of a dry textbook.

*About the Speaker*
In Josh's words: "I'm an engineer of varying sorts; most recently, I have been working as an ASIC architect, but also exciting to me is programming language theory, as well as the concepts behind various physical engineering challenges. Periodically I build things that I'm excited to share; one of the things that I'm proudest of is VirtexSquared, a system-on-chip on a Virtex-5. (For more on my work, see the Projects section of my site.) In 2011, I graduated from Carnegie Mellon University with an M.S. in Electrical and Computer Engineering"

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The Unreasonable Effectiveness of the Fourier Transform

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