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Fourier Analysis 1: Definition of the Fourier Series

Donny Lee Donny Lee·229 videos
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Uploaded on Oct 9, 2007

We begin our study on the work of Joseph Fourier (1768-1830) with the definition of the Fourier Series - a way of expressing functions as infinite sums or integrals or trigonometry functions.

Please check out www.gaussianmath.com for a deeper look into this or other mathematics topics.

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Top Comments

  • phil956

    phil956 1 year ago

    ive never seen an Asian on cocaine

    · 101

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  • vasquen

    vasquen 1 year ago

    6:00 - 6:07 - Mind Blown

    · 32

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Video Responses

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  • Aravind Ravi

    Aravind Ravi 2 weeks ago

    For evaluating the coefficients we wrote that f(x)= the fourier series. So didnt we make an assumption of convergence of the series over here..??

    ·

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    in playlist Fourier Analysis
  • kleins2049

    kleins2049 3 weeks ago

    This guy would give Tai Mai Shu a run for his money

    

    ·

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    in reply to vasquen (Show the comment)
  • Xrhstos Stan.

    Xrhstos Stan. 1 month ago

    what just happened?

    ·

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  • hueance

    hueance 1 month ago

    what the hell man you are talking too fast unnecessarily which defeats the objective

    ·

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  • fearlessreview

    fearlessreview 1 month ago

    At ~8:40 Why doesn't Bn equal 0 since its an integral of sin*cos? not an integral of sin*sin

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  • Joseph Tran

    Joseph Tran 3 months ago

    Its been done. there is a paper explaining it online. try and look it up. I saved it somewhere, ill try and find it and repost

    ·

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    in reply to codywrite (Show the comment)
  • qwerty7778

    qwerty7778 4 months ago

    This guy should try selling the Fourier Series on a midnight infomercial

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  • Munraj Sembhi

    Munraj Sembhi 4 months ago

    agreeed. i feel like passing out :/

    ·

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    in reply to Jessica Ruby (Show the comment)
  • Emperor Li

    Emperor Li 4 months ago

    thank you!

    

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  • ZEROgring0

    ZEROgring0 6 months ago

    Its sad that I can understand him much better than my professors at school..

    ·

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