Programming for AI (AI504, Fall 2020), Class 14: Neural Ordinary Differential Equations

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  • Опубликовано: 7 фев 2025
  • Neural Ordinary Differential Equations
    Ordinary differential equations
    -- First order ODE
    -- Initial value problem
    -- How to solve ODE
    Neural ODE
    -- ResNet to Neural ODE
    -- Forward & Backward
    -- Adjoint Sensitivity Method

Комментарии • 15

  • @bryan-vc7bg
    @bryan-vc7bg 2 года назад +17

    The clearest explanation on ODENets I found so far

  • @Mephisto43
    @Mephisto43 Год назад +1

    Best explanation of Neural ODEs on the internet!

  • @berkhacimolla6063
    @berkhacimolla6063 5 месяцев назад +1

    Best explanation that I found so far. Thanks!

  • @vahidnikoofard2939
    @vahidnikoofard2939 Год назад +1

    A cristal clear explanation!

  • @shiqing6897
    @shiqing6897 Год назад +2

    the whole stuff is explained in a really clear and nice way! thank you, sir!

  • @ujjawalpanchal
    @ujjawalpanchal Год назад +1

    Amazing lecture! Thank you!

  • @violinplayer7201
    @violinplayer7201 Год назад +1

    Very clearly explained! Thanks so much!!!

  • @NamTranNguyen-d5o
    @NamTranNguyen-d5o Год назад +1

    Great

  • @mohammadjoshaghani5388
    @mohammadjoshaghani5388 2 года назад +2

    nice and intuitive🙂

  • @congphuocphan
    @congphuocphan 4 месяца назад

    I still have a question about how to handle the f with its parameters (theta). When reading the other material on internet, I found that f is actually another neural network, am I right?

  • @liangliangyan7528
    @liangliangyan7528 2 года назад +1

    it`s very nice talk, i think!

  • @muthukamalan.m6316
    @muthukamalan.m6316 2 года назад +1

    could you please attach original paper?

  • @EcuacionDifAVR
    @EcuacionDifAVR 11 месяцев назад +1

    Great