The Remarkable Relationship between the Levi-Civita Symbol and the Kronecker Delta | Deep Dive Maths

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  • Опубликовано: 11 сен 2024

Комментарии • 28

  • @leebercohen3432
    @leebercohen3432 Год назад +7

    This is a beautifully done video. The steps and explanations are clear. Thank you for all your effort to bring this beautiful relationship to a larger audience.

  • @res0nanc320
    @res0nanc320 Год назад +3

    This is really excellent Jeff. Crystal clear!

  • @michaeltamajong2988
    @michaeltamajong2988 9 месяцев назад

    this is the best explanation I have gotten so far. rigorrous and simple.

  • @MikeMagTech
    @MikeMagTech Год назад +1

    Thank you. It is great to see you back! I have found your videos to be extremely helpful.

  • @ridwanarefeen7179
    @ridwanarefeen7179 11 месяцев назад +1

    I came to this video from "Kronecker delta and Levi-Civita symbol | Lecture 7 | Vector Calculus for Engineers ". I am glad that I did. It makes so much sense now, and easier to grasp. Thank you so much. I wish the note attached to the Vector Calculas for Engineers were updated too. or any recommendation for books.

    • @rjaph842
      @rjaph842 5 месяцев назад

      Me too
      This a testament that, h.beings, have an innate traction for knowledge

  • @LampsAreCool
    @LampsAreCool Год назад +8

    hard math is just finding complicated ways of representing 1 and 0

    • @aaronnorman9755
      @aaronnorman9755 6 месяцев назад

      In compatible formats, for example when you have something multiplied by an identity matrix you know your result should be a matrix and not just some resulting scalar

  • @jackoborne863
    @jackoborne863 7 месяцев назад +1

    Hello from Spain thanks for those videos

  • @nyx2200
    @nyx2200 3 месяца назад

    Fantastic video ! Thanks a lot, you explain wonderfully !

  • @md.zafaralam
    @md.zafaralam 2 месяца назад

    Thanku so much sir for your crystal clear explanation

  • @user-kd8nd1yp3u
    @user-kd8nd1yp3u 2 месяца назад

    This video really solve my confusion about how to write the product of two Levi Civita symbols as a determinant.

  • @zaratustra987
    @zaratustra987 9 месяцев назад

    The best maths professor ever !

  • @sdsa007
    @sdsa007 Год назад +1

    Thank you! I am closer to my goal of understanding how the speed of light gets derived from maxwell equations, just need to know how those geniuses came up with vector identities! very good… another guy from cambridge was doing a similar proof, but mentions row AND column vectors… but i found this more straight forward.

  • @زهورالربيع-و5ج
    @زهورالربيع-و5ج Год назад

    شكرا لحضرتك علي هذه المحاضرات الرائعه دكتور شاسنوف
    نتابعك من مصر🇪🇬

  • @ariasortizmoises4683
    @ariasortizmoises4683 6 месяцев назад

    Thanks from Mexico. Very well done.

  • @juniorcyans2988
    @juniorcyans2988 5 месяцев назад

    I watched several times. Thank you very much!

  • @garvinmugala7003
    @garvinmugala7003 Год назад

    So brilliantly explained video 🙏

  • @curtischee2532
    @curtischee2532 2 месяца назад

    Beautiful proof

  • @amirhosseinkermani3695
    @amirhosseinkermani3695 7 месяцев назад

    that was amazing, I scoured the internet for a proof for this relation!

  • @user-oo4zy2od4t
    @user-oo4zy2od4t 6 месяцев назад

    Thanks from South Korea.

  • @geertdejonge4194
    @geertdejonge4194 Год назад +1

    Thx for explaining

  • @its-movie-time
    @its-movie-time Год назад +1

    Excellent 🔥🔥🔥🔥

  • @FormalSymmetry
    @FormalSymmetry Год назад

    Well done, thank you

  • @himanshugaur9764
    @himanshugaur9764 10 месяцев назад

    wonderful

  • @alvarosena41
    @alvarosena41 Год назад

    Thank you! 🇧🇷

  • @sthematubatuba7467
    @sthematubatuba7467 3 дня назад

    I don't understand at 12:43 why is it 2 times

    • @ProfJeffreyChasnov
      @ProfJeffreyChasnov  3 дня назад

      For example, if k=n=3, then contributions from i=1,j=2 and i=2,j=1.