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#fouriertransform — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #fouriertransform, aggregated by home.social.

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  1. The #FourierTransform is used in so many applications it's not 𝘧𝘶𝘯𝘯𝘺 #math

  2. The #FourierTransform is used in so many applications it's not 𝘧𝘶𝘯𝘯𝘺 #math

  3. The #FourierTransform is used in so many applications it's not 𝘧𝘶𝘯𝘯𝘺 #math

  4. The is used in so many applications it's not 𝘧𝘶𝘯𝘯𝘺

  5. 🚫404, oh wait, it's a 403! Welcome to the riveting saga of "An Interesting Fourier Transform" where the plot twist is... you can't read it! 🙃 Spoiler alert: It's a nail-biting thriller about digital gatekeeping and the fine art of error documentation. 🔒
    dsprelated.com/showarticle/40. #DigitalGatekeeping #ErrorDocumentation #FourierTransform #TechThriller #HackerNews #ngated

  6. 🚫404, oh wait, it's a 403! Welcome to the riveting saga of "An Interesting Fourier Transform" where the plot twist is... you can't read it! 🙃 Spoiler alert: It's a nail-biting thriller about digital gatekeeping and the fine art of error documentation. 🔒
    dsprelated.com/showarticle/40. #DigitalGatekeeping #ErrorDocumentation #FourierTransform #TechThriller #HackerNews #ngated

  7. 🚫404, oh wait, it's a 403! Welcome to the riveting saga of "An Interesting Fourier Transform" where the plot twist is... you can't read it! 🙃 Spoiler alert: It's a nail-biting thriller about digital gatekeeping and the fine art of error documentation. 🔒
    dsprelated.com/showarticle/40. #DigitalGatekeeping #ErrorDocumentation #FourierTransform #TechThriller #HackerNews #ngated

  8. 🚫404, oh wait, it's a 403! Welcome to the riveting saga of "An Interesting Fourier Transform" where the plot twist is... you can't read it! 🙃 Spoiler alert: It's a nail-biting thriller about digital gatekeeping and the fine art of error documentation. 🔒
    dsprelated.com/showarticle/40. #DigitalGatekeeping #ErrorDocumentation #FourierTransform #TechThriller #HackerNews #ngated

  9. John Tukey the Fast Fourier Transform (FFT) inventor, who coined both "bit" and "software" died exactly 26 years ago today.

    The Fast Fourier Transform (FFT), one of the most important algorithms in signal processing and data analysis, was introduced by Tukey & Cooley in 1965.

    In 1805, Gauss - studying the orbits of asteroids Pallas and Juno - came up with a method to interpolate their trajectories from discrete samples. What he came up with was mathematically very close to the modern FFT but Gauss never published that work, and didn’t analyze its computational complexity. It predated even Fourier’s 1822 work on heat diffusion - but without the framing or generalization that Cooley & Tukey would bring 160 years later.

    In 1965, Cooley & Tukey published their now-famous algorithm that reduced the cost of computing a Discrete Fourier Transform from 𝑂(𝑛²) to 𝑂(𝑛 log⁡𝑛). This leap made real-time signal processing and digital media compression feasible.

    From radio telescopes to JPEGs, from audio codecs to quantum mechanics - the FFT is everywhere. It’s one of the most important (and elegant) algorithms of the 20th century - rooted in the genius of Gauss, but brought to life in the computer age.

    #JohnTukey #FastFourierTransform #FFT #SignalProcessing #ComputerScience #Mathematics #Algorithm #DataScience #DigitalSignalProcessing #FourierTransform #ComputationalScience #ScientificComputing #HistoryOfScience #Innovation #CarlFriedrichGauss #JosephFourier #JamesCooley #STEM #Engineering #ArtificialIntelligence #MachineLearning #QuantumComputing #ImageProcessing #AudioProcessing #Statistics #TechHistory #Computing #Science #InnovationLegacy #OnThisDay

  10. John Tukey the Fast Fourier Transform (FFT) inventor, who coined both "bit" and "software" died exactly 26 years ago today.

    The Fast Fourier Transform (FFT), one of the most important algorithms in signal processing and data analysis, was introduced by Tukey & Cooley in 1965.

    In 1805, Gauss - studying the orbits of asteroids Pallas and Juno - came up with a method to interpolate their trajectories from discrete samples. What he came up with was mathematically very close to the modern FFT but Gauss never published that work, and didn’t analyze its computational complexity. It predated even Fourier’s 1822 work on heat diffusion - but without the framing or generalization that Cooley & Tukey would bring 160 years later.

    In 1965, Cooley & Tukey published their now-famous algorithm that reduced the cost of computing a Discrete Fourier Transform from 𝑂(𝑛²) to 𝑂(𝑛 log⁡𝑛). This leap made real-time signal processing and digital media compression feasible.

    From radio telescopes to JPEGs, from audio codecs to quantum mechanics - the FFT is everywhere. It’s one of the most important (and elegant) algorithms of the 20th century - rooted in the genius of Gauss, but brought to life in the computer age.

    #JohnTukey #FastFourierTransform #FFT #SignalProcessing #ComputerScience #Mathematics #Algorithm #DataScience #DigitalSignalProcessing #FourierTransform #ComputationalScience #ScientificComputing #HistoryOfScience #Innovation #CarlFriedrichGauss #JosephFourier #JamesCooley #STEM #Engineering #ArtificialIntelligence #MachineLearning #QuantumComputing #ImageProcessing #AudioProcessing #Statistics #TechHistory #Computing #Science #InnovationLegacy #OnThisDay

  11. John Tukey the Fast Fourier Transform (FFT) inventor, who coined both "bit" and "software" died exactly 26 years ago today.

    The Fast Fourier Transform (FFT), one of the most important algorithms in signal processing and data analysis, was introduced by Tukey & Cooley in 1965.

    In 1805, Gauss - studying the orbits of asteroids Pallas and Juno - came up with a method to interpolate their trajectories from discrete samples. What he came up with was mathematically very close to the modern FFT but Gauss never published that work, and didn’t analyze its computational complexity. It predated even Fourier’s 1822 work on heat diffusion - but without the framing or generalization that Cooley & Tukey would bring 160 years later.

    In 1965, Cooley & Tukey published their now-famous algorithm that reduced the cost of computing a Discrete Fourier Transform from 𝑂(𝑛²) to 𝑂(𝑛 log⁡𝑛). This leap made real-time signal processing and digital media compression feasible.

    From radio telescopes to JPEGs, from audio codecs to quantum mechanics - the FFT is everywhere. It’s one of the most important (and elegant) algorithms of the 20th century - rooted in the genius of Gauss, but brought to life in the computer age.

    #JohnTukey #FastFourierTransform #FFT #SignalProcessing #ComputerScience #Mathematics #Algorithm #DataScience #DigitalSignalProcessing #FourierTransform #ComputationalScience #ScientificComputing #HistoryOfScience #Innovation #CarlFriedrichGauss #JosephFourier #JamesCooley #STEM #Engineering #ArtificialIntelligence #MachineLearning #QuantumComputing #ImageProcessing #AudioProcessing #Statistics #TechHistory #Computing #Science #InnovationLegacy #OnThisDay

  12. John Tukey the Fast Fourier Transform (FFT) inventor, who coined both "bit" and "software" died exactly 26 years ago today.

    The Fast Fourier Transform (FFT), one of the most important algorithms in signal processing and data analysis, was introduced by Tukey & Cooley in 1965.

    In 1805, Gauss - studying the orbits of asteroids Pallas and Juno - came up with a method to interpolate their trajectories from discrete samples. What he came up with was mathematically very close to the modern FFT but Gauss never published that work, and didn’t analyze its computational complexity. It predated even Fourier’s 1822 work on heat diffusion - but without the framing or generalization that Cooley & Tukey would bring 160 years later.

    In 1965, Cooley & Tukey published their now-famous algorithm that reduced the cost of computing a Discrete Fourier Transform from 𝑂(𝑛²) to 𝑂(𝑛 log⁡𝑛). This leap made real-time signal processing and digital media compression feasible.

    From radio telescopes to JPEGs, from audio codecs to quantum mechanics - the FFT is everywhere. It’s one of the most important (and elegant) algorithms of the 20th century - rooted in the genius of Gauss, but brought to life in the computer age.

    #JohnTukey #FastFourierTransform #FFT #SignalProcessing #ComputerScience #Mathematics #Algorithm #DataScience #DigitalSignalProcessing #FourierTransform #ComputationalScience #ScientificComputing #HistoryOfScience #Innovation #CarlFriedrichGauss #JosephFourier #JamesCooley #STEM #Engineering #ArtificialIntelligence #MachineLearning #QuantumComputing #ImageProcessing #AudioProcessing #Statistics #TechHistory #Computing #Science #InnovationLegacy #OnThisDay

  13. My #genuary13 self portrait is defined entirely by parametric equations! Portrait in the first image, equations in the second. The equations were generated by tracing points from a photograph, then basically using an FFT algorithm to convert the coordinates into paremetric equations. Each feature (head, hair, eyes, etc.) is defined by a different path.

    #genuary #genuary2026 #fft #fouriertransform

  14. My #genuary13 self portrait is defined entirely by parametric equations! Portrait in the first image, equations in the second. The equations were generated by tracing points from a photograph, then basically using an FFT algorithm to convert the coordinates into paremetric equations. Each feature (head, hair, eyes, etc.) is defined by a different path.

    #genuary #genuary2026 #fft #fouriertransform

  15. My #genuary13 self portrait is defined entirely by parametric equations! Portrait in the first image, equations in the second. The equations were generated by tracing points from a photograph, then basically using an FFT algorithm to convert the coordinates into paremetric equations. Each feature (head, hair, eyes, etc.) is defined by a different path.

    #genuary #genuary2026 #fft #fouriertransform

  16. My #genuary13 self portrait is defined entirely by parametric equations! Portrait in the first image, equations in the second. The equations were generated by tracing points from a photograph, then basically using an FFT algorithm to convert the coordinates into paremetric equations. Each feature (head, hair, eyes, etc.) is defined by a different path.

    #genuary #genuary2026 #fft #fouriertransform

  17. 🥱 "The Unreasonable Effectiveness of the Fourier Transform" – where we dive into the thrilling realm of slide PDFs and expired patents. 🎉 Spoiler alert: it's just as riveting as it sounds! 📈🔧
    joshuawise.com/resources/ofdm/ #UnreasonableEffectiveness #FourierTransform #SlidePDFs #ExpiredPatents #DataScience #HackerNews #ngated

  18. 🥱 "The Unreasonable Effectiveness of the Fourier Transform" – where we dive into the thrilling realm of slide PDFs and expired patents. 🎉 Spoiler alert: it's just as riveting as it sounds! 📈🔧
    joshuawise.com/resources/ofdm/ #UnreasonableEffectiveness #FourierTransform #SlidePDFs #ExpiredPatents #DataScience #HackerNews #ngated

  19. 🥱 "The Unreasonable Effectiveness of the Fourier Transform" – where we dive into the thrilling realm of slide PDFs and expired patents. 🎉 Spoiler alert: it's just as riveting as it sounds! 📈🔧
    joshuawise.com/resources/ofdm/ #UnreasonableEffectiveness #FourierTransform #SlidePDFs #ExpiredPatents #DataScience #HackerNews #ngated

  20. 🥱 "The Unreasonable Effectiveness of the Fourier Transform" – where we dive into the thrilling realm of slide PDFs and expired patents. 🎉 Spoiler alert: it's just as riveting as it sounds! 📈🔧
    joshuawise.com/resources/ofdm/ #UnreasonableEffectiveness #FourierTransform #SlidePDFs #ExpiredPatents #DataScience #HackerNews #ngated

  21. 🥤🤔 Ah, yes, the Fourier Transform: because who wouldn't want to compare calculus to making smoothies? 🍓🔍 Apparently, dense equations are out, and your blender is the new math professor. 📚✌️
    betterexplained.com/articles/a #FourierTransform #SmoothieMath #CalculusFun #MathEducation #BlenderScience #HackerNews #ngated

  22. 🥤🤔 Ah, yes, the Fourier Transform: because who wouldn't want to compare calculus to making smoothies? 🍓🔍 Apparently, dense equations are out, and your blender is the new math professor. 📚✌️
    betterexplained.com/articles/a #FourierTransform #SmoothieMath #CalculusFun #MathEducation #BlenderScience #HackerNews #ngated

  23. 🥤🤔 Ah, yes, the Fourier Transform: because who wouldn't want to compare calculus to making smoothies? 🍓🔍 Apparently, dense equations are out, and your blender is the new math professor. 📚✌️
    betterexplained.com/articles/a #FourierTransform #SmoothieMath #CalculusFun #MathEducation #BlenderScience #HackerNews #ngated

  24. 🥤🤔 Ah, yes, the Fourier Transform: because who wouldn't want to compare calculus to making smoothies? 🍓🔍 Apparently, dense equations are out, and your blender is the new math professor. 📚✌️
    betterexplained.com/articles/a #FourierTransform #SmoothieMath #CalculusFun #MathEducation #BlenderScience #HackerNews #ngated

  25. 🎉 Behold: the riveting tale of a Fourier Transform enthusiast, bravely venturing into the wilds of the internet, only to be heroically vanquished by the impenetrable fortress of website security! 🏰🔒 A saga of thwarted curiosity, with all the #drama of a garden-variety #CAPTCHA 🖼️—truly, the stuff of legends. 🌟
    continuummechanics.org/fourier #FourierTransform #InternetAdventure #WebsiteSecurity #HackerNews #ngated

  26. 🎉 Behold: the riveting tale of a Fourier Transform enthusiast, bravely venturing into the wilds of the internet, only to be heroically vanquished by the impenetrable fortress of website security! 🏰🔒 A saga of thwarted curiosity, with all the #drama of a garden-variety #CAPTCHA 🖼️—truly, the stuff of legends. 🌟
    continuummechanics.org/fourier #FourierTransform #InternetAdventure #WebsiteSecurity #HackerNews #ngated

  27. 🎉 Behold: the riveting tale of a Fourier Transform enthusiast, bravely venturing into the wilds of the internet, only to be heroically vanquished by the impenetrable fortress of website security! 🏰🔒 A saga of thwarted curiosity, with all the #drama of a garden-variety #CAPTCHA 🖼️—truly, the stuff of legends. 🌟
    continuummechanics.org/fourier #FourierTransform #InternetAdventure #WebsiteSecurity #HackerNews #ngated

  28. 🎉 Behold: the riveting tale of a Fourier Transform enthusiast, bravely venturing into the wilds of the internet, only to be heroically vanquished by the impenetrable fortress of website security! 🏰🔒 A saga of thwarted curiosity, with all the #drama of a garden-variety #CAPTCHA 🖼️—truly, the stuff of legends. 🌟
    continuummechanics.org/fourier #FourierTransform #InternetAdventure #WebsiteSecurity #HackerNews #ngated

  29. Lnczos interpolation: the art of making pixels look vaguely coherent, now with extra confusion! 🤔✨ Spend hours squinting at resampled images, and still be unsure what a Fourier transform is. But hey, at least you get some "intuition"! 😂📉
    mazzo.li/posts/lanczos.html #LnczosInterpolation #ImageResampling #FourierTransform #Confusion #Intuition #HackerNews #ngated

  30. Lnczos interpolation: the art of making pixels look vaguely coherent, now with extra confusion! 🤔✨ Spend hours squinting at resampled images, and still be unsure what a Fourier transform is. But hey, at least you get some "intuition"! 😂📉
    mazzo.li/posts/lanczos.html #LnczosInterpolation #ImageResampling #FourierTransform #Confusion #Intuition #HackerNews #ngated

  31. Lnczos interpolation: the art of making pixels look vaguely coherent, now with extra confusion! 🤔✨ Spend hours squinting at resampled images, and still be unsure what a Fourier transform is. But hey, at least you get some "intuition"! 😂📉
    mazzo.li/posts/lanczos.html #LnczosInterpolation #ImageResampling #FourierTransform #Confusion #Intuition #HackerNews #ngated

  32. Lnczos interpolation: the art of making pixels look vaguely coherent, now with extra confusion! 🤔✨ Spend hours squinting at resampled images, and still be unsure what a Fourier transform is. But hey, at least you get some "intuition"! 😂📉
    mazzo.li/posts/lanczos.html #LnczosInterpolation #ImageResampling #FourierTransform #Confusion #Intuition #HackerNews #ngated