Lesson 3 - Cross Rhythms -

Sdílet
Vložit
  • čas přidán 31. 03. 2018
  • The Mathematical Foundations of Indian Rhythm
    This series of lessons will help students learn math using visualizations and hands-on exercises based on the Karnatic rhythmic system of South India. Karnatik music involves a deep, embodied understanding of mathematical proportions, symmetry, and linear rhythmic combinations. Through exposure to these creative methods, students will gain a richer understanding of the aesthetics of mathematical principles and use multiple learning modalities to visualize, hear, and feel musical proportions, combinations, and relationships. The lessons also provide a kind of cultural immersion that helps to bolster students' understanding of how math and music are interconnected around the world.
    Produced by Rajna Swaminathan, Ganavya Doraiswamy, & Miles Okazaki
    mathsciencemusic.org/#/projec...
  • Krátké a kreslené filmy

Komentáře • 12

  • @Alexey_drummer
    @Alexey_drummer Před 3 lety +1

    Отличное занятие 👍

  • @parthasarathyraghavan5268

    Beautifully done god bless you

  • @chadbierman8058
    @chadbierman8058 Před 5 lety +1

    Thanks for the great video! I understand it now! God bless!

  • @yoyoma4424
    @yoyoma4424 Před 3 lety +2

    Who is this person? I love you joining in the drumming community and teaching African rythym

    • @greymanBB
      @greymanBB Před rokem +4

      This is Indian rhythm. South Indian Carnatic, to be precise

  • @UkuleleAversion
    @UkuleleAversion Před měsícem

    For least common multiple, you can do one of the following to find it reliably:
    1. LCM(a,b)= (a x b)/GCD(a,b). _Example:_ LCM(4,20)=(4x20)/2=40.
    2. Prime factorisation. List out all the prime factors of your two numbers, then multiply the prime factors among them with the highest power. _Example:_ 12 has the prime factors 2x2x3 and 20 has the prime factors 2x2x5. Since both 12 and 20 have 2^2 as a prime factor, we just use it once so 2^2 x 3^1 x 5^1=60.

  • @Benfreidkin22
    @Benfreidkin22 Před 6 lety +1

    Loved It!

  • @hundenusamuel1743
    @hundenusamuel1743 Před rokem

    Thanks for this... I prefer the the A-ca-de-my stuff 😁... The numbers wasn't just working for me... But I learnt the cross rythmn thanks 👏

  • @UkuleleAversion
    @UkuleleAversion Před měsícem

    This all makes sense but I still don't understand the difference between polyrhythm and crossrhythm. Or rather I don't get the point of using the term crossrhythm rather than just saying polyrhythm.

  • @yoyoma4424
    @yoyoma4424 Před 3 lety +1

    What’s with all the verboseness

  • @icecreamforcrowhurst
    @icecreamforcrowhurst Před 3 lety +6

    This is overly verbose. It makes the concepts sound more complex than they really are. If you map it out visually it’s much easier to see how these cross rhythms work.

    • @pjbpiano
      @pjbpiano Před rokem +1

      I guess you’re an expert on playing this type of music then.