Terrence Tao on Yves Meyer's work on Wavelets

Sdílet
Vložit
  • čas přidán 16. 06. 2024
  • This clip is from the 2017 Abel Prize announcement. Presentation by Terrence Tao on Yves Meyer's work related to wavelets.
  • Věda a technologie

Komentáře • 26

  • @caspermadlener4191
    @caspermadlener4191 Před 8 měsíci

    Meyer sets basically just seem like an extension of the concept behind Sturmian words. Really interesting.

  • @kamilziemian995
    @kamilziemian995 Před rokem

    Great talk, no doubt about it.

  • @viniciosarques2976
    @viniciosarques2976 Před 4 lety +3

    Liked it

  • @mramzuk8
    @mramzuk8 Před 3 lety +1

    I guess this saves a lot of money for CGI and gaming graphics.

  • @mathunt1130
    @mathunt1130 Před 3 lety +5

    The pictures of wavelets which he showed look very similar to weakly nonlinear water waves.

    • @gaggablagblag9997
      @gaggablagblag9997 Před 2 lety

      Indeed. I wonder if it's connected somehow, KdV equation and wavelets? do you know something about it?

    • @mathunt1130
      @mathunt1130 Před 2 lety

      @@gaggablagblag9997 No, but I'm guessing that you can write down a good approximation to a weakly nonlinear wave as a wavelet series.

    • @gaggablagblag9997
      @gaggablagblag9997 Před 2 lety

      @@mathunt1130 does it have to be a special kind of wavelet?

    • @mathunt1130
      @mathunt1130 Před 2 lety

      @@gaggablagblag9997 No idea. I'm just guessing at this point.

    • @cansacan7534
      @cansacan7534 Před rokem +1

      Heat was solved by Fourier decomposition. Fluid could be solved by Wavelet decomposition😅

  • @trungtrantrung4570
    @trungtrantrung4570 Před 4 lety +13

    I think Pro Tao deserves to get an Abel prize next year (2020)

  • @tensevo
    @tensevo Před 3 lety +3

    Is his mic a bit low, or is it me?

  • @perriannesimkhovitch1127

    Perhaps the irregular pattern is asking for someone to fix it? Play with it...

  • @haionepiece
    @haionepiece Před 11 měsíci

    haha great !

  • @robertflynn6686
    @robertflynn6686 Před 3 lety

    Hard to follow out of synch.
    Maybe I see these patterns in space
    ..the case of the boy hit his head then saw these strange patterns. His brain had 'wavelets'.

  • @kenichimori8533
    @kenichimori8533 Před 2 lety

    Deblind mathematics

  • @davidwilkie9551
    @davidwilkie9551 Před rokem

    Eternity-now here forever, log-antilog time-timing sync-duration in default groups of prime-cofactor quantization, dimensionality coordination shaping laws of relative-timing ratio-rates, numberness conservation.., has compelled all Observation to a Flashed sync-duration realisation beginning.., at Absolute Zero-infinity i-reflection GD&P projection-drawing superposition of Fluxion-Integral holography sequences.
    Eg 2-ness i-reflection picture-plane containment states and territories of cofactor conduction structure appear to occupy a different probability space from the sum-of-all-histories here-now-forever unity in/of all-ways all-at-once QM-TIME Completeness. Wave-packaging is perfectly interpenetrating, unity at the Centre of Time Duration Timing Conception is wave-particle coordination-identification positioning Actuality of Singularity-point i-reflection positioning holography. (An aspect of ONE-INFINITY derived from Professor Tao's lecture on prime-cofactor gaps that applies to groupings)

  • @kenichimori8533
    @kenichimori8533 Před 2 lety

    Washinzaka.Soc Formulate Yves curve is ex x.