Simultaneous Equations and Instrumental Variables

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  • Опубликовано: 7 сен 2024

Комментарии • 9

  • @jeanpierremzulwini5663
    @jeanpierremzulwini5663 7 лет назад +8

    I respect you Nathan Wozny. you saved my academic career

  • @NoThanksElmo
    @NoThanksElmo 3 года назад +2

    Appreciate you making this video. Really helpful!

  • @user-ow1yy3ty9o
    @user-ow1yy3ty9o 5 месяцев назад

    Great video!

  • @Skhkv573
    @Skhkv573 5 лет назад

    It is so great video.

  • @senyo100
    @senyo100 6 лет назад

    Excellent video

  • @jacobhazen9562
    @jacobhazen9562 5 лет назад +1

    Thanks sexy man. Now I can finally pass my finals

  • @sayagulumurzakova1348
    @sayagulumurzakova1348 5 лет назад

    Thank you very much!!!!! One question the number of exogenous variables should be in different equations? For example, I've got 3 exogenous variables in demand equation, but non in supply, than can be solution found?

  • @manishacharjee5224
    @manishacharjee5224 4 года назад

    Sir Can you provide the rank and order condition derivations in general case?