Lecture 53-Fourier integrals

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  • Опубліковано 17 січ 2025

КОМЕНТАРІ • 35

  • @thomasjefferson6225
    @thomasjefferson6225 Рік тому +2

    thank god this is in english. Your accent actually makes me pay attention more. Theres not a lot of material on this subject i can find, so thank you so much for this since I cant understand what im reading honestly.

  • @ugotmail5651
    @ugotmail5651 5 років тому +1

    A very good lecture. I tip my hat to you!.

  • @richardjukilonzo1409
    @richardjukilonzo1409 7 років тому +6

    thank you, it helped alot!

  • @alexlu2844
    @alexlu2844 7 років тому +1

    Sir, thanks for your video. really appreciate! Alot better than my prof -_-

  • @moirangthembikramjit3304
    @moirangthembikramjit3304 6 років тому +2

    In 3.16 how f(x) was replace by f(t)

  • @savvysisters1234
    @savvysisters1234 4 роки тому +1

    You're really great sir🙏🏻🙏🏻🙏🏻🙏🏻

  • @savvysisters1234
    @savvysisters1234 4 роки тому +1

    It helps me a lot🙏🏻🙏🏻
    Thank you 🙏🏻

  • @millankumarsahoo3726
    @millankumarsahoo3726 6 років тому +2

    thank you its amazing and it helped me al lot

  • @mannemsrinivas8844
    @mannemsrinivas8844 7 років тому +1

    thank you sir for helping us a lot

  • @muhammadseyab9032
    @muhammadseyab9032 7 років тому +1

    Salam sir so nice teacher.
    plz tell me
    is existence of fourior integrals is sufficient condition? can you give me example of a function which has fourior integral representation but which is not piecewise continues?thanks in advance

  • @sherzadakhan3191
    @sherzadakhan3191 5 місяців тому

    can someone explain, why Fourier series was taken in variable x but the coefficients were taken in variable t. Regards

  • @prasantmallick8635
    @prasantmallick8635 5 років тому +2

    Many many tks sir 🙏.,.sir 2cosAcosB=cos(A+B)+cos(A-B)..... 🙏 🙏

    • @lajuelar
      @lajuelar 2 роки тому

      Yes but he used sin instead

  • @DHAVALPATEL-bp6hv
    @DHAVALPATEL-bp6hv 3 роки тому

    awesome !!!!!!!!!!!!!!!

  • @ashutoshmaheshwari1907
    @ashutoshmaheshwari1907 7 років тому +1

    At 15:35 how you wrote it as pie(f(X)) ?

    • @ramkrushna2194
      @ramkrushna2194 7 років тому

      He just multiplied the π term which was in RHS as(1/π) in the LHS of the equation..as f(x) * π

  • @s.m.senses7199
    @s.m.senses7199 3 роки тому

    thanks Sir ❣❣

  • @Tasneem-u5t
    @Tasneem-u5t Місяць тому

    god bless you

  • @thisenvinujitha2668
    @thisenvinujitha2668 Рік тому

    thank you sir...lot:)

  • @moveon508
    @moveon508 3 роки тому

    Thank you sir.

  • @risdaaprilia7021
    @risdaaprilia7021 6 років тому

    USEFUL. THANKS A LOT

  • @gideonzweijtzer8784
    @gideonzweijtzer8784 5 років тому +1

    Great information, as long as you keep the sound off.

  • @DanishKhan-iz4tn
    @DanishKhan-iz4tn 7 років тому

    brilliant!!!!!

  • @mritunjaybhatt9277
    @mritunjaybhatt9277 7 років тому

    Thank you sir

  • @JoblessNunnu
    @JoblessNunnu 7 років тому

    Best!

  • @gauravjoshi3566
    @gauravjoshi3566 5 років тому

    Nice

  • @ganeshpradhan9756
    @ganeshpradhan9756 6 років тому +7

    Yes cameraman bar bar focus change karke irritate kar raha he

  • @sarthakbhatt2312
    @sarthakbhatt2312 5 років тому

    this is so fucking helpful

  • @sirajulhoquesirajul307
    @sirajulhoquesirajul307 6 років тому

    nice

  • @muhammadasifrasheed4882
    @muhammadasifrasheed4882 7 років тому

    thanks

  • @pramodm3540
    @pramodm3540 4 роки тому +1

    Why "OK" chanting after every sentence. Most annoying.

  • @ayushpandey49
    @ayushpandey49 5 років тому +6

    Please revise your 2cos(a)cos(b) formula 😂😂😂😂

  • @marwahamesh3647
    @marwahamesh3647 6 років тому

    Please the explain and proof the fourier integral theorem