Satisfying Space Filling Curves: 1D Becoming 2D

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  • Опубликовано: 31 янв 2025

Комментарии • 17

  • @Noob_Batatoso
    @Noob_Batatoso Год назад +8

    Nice video :D
    But now i want 2D becoming 3D

  • @helloworldmasteredmusic
    @helloworldmasteredmusic Год назад +6

    New numb3r tr33 upload :)

  • @顏秀蓁-g4m
    @顏秀蓁-g4m Год назад +2

    If 0D ( 0th dimensional )* The number of them side by side approaches infinity, they'll be a 2D (2 dimensional ) too.
    § Zero Dimensional is a point §

  • @Quoth_the_Ravn
    @Quoth_the_Ravn 3 дня назад

    Love your videos - just a note on this one though, its 2D staying 2D, rather than 1D becoming 2D. The lines depicted have thickness ( a second dimension). If the lines were truly 1D (even if repeated infinite times) there would always be gaps between them. Imagine zooming in with every division, you'd notice the same amount of space between lines as when you started.
    Otherwise great stuff - nice music too

    • @Numb3rTr33
      @Numb3rTr33  День назад

      Hi! Actually I have to tell you, fractals have a weird geometry and when converging to infinity things change. Many fractals have a number of dimensions even irrational numbers, which is counter intuitive. If you search about fractal dimensions you'll find a lot of resources about it

    • @Quoth_the_Ravn
      @Quoth_the_Ravn День назад

      Oh right - thank you, I didnt know about that ​@@Numb3rTr33

  • @EclipseOverSalem
    @EclipseOverSalem Год назад +6

    The music is painful, but the rest is nice

  • @left_eyebr0w
    @left_eyebr0w Год назад +5

    Just because it’s a continuous line doesn’t mean it’s 1D tho

    • @Gordy-io8sb
      @Gordy-io8sb 10 месяцев назад

      Yeah, and there's also lines in 3-dimensional space, 4-dimensional space, 5-dimensional space, etc.
      Kinda crazy to think about. A line is one of the only (if not THE only) mathematical object to maintain it's form in higher dimensions.

    • @damianzieba5133
      @damianzieba5133 9 месяцев назад

      How about a point?

    • @left_eyebr0w
      @left_eyebr0w 9 месяцев назад

      @@damianzieba5133 A point is dimensionless

    • @Infa_65
      @Infa_65 7 месяцев назад +1

      Wouldn't it be a 1d manifold?

    • @Gordy-io8sb
      @Gordy-io8sb 7 месяцев назад

      @@Infa_65 A circle is a 1-dimensional manifold. A line is a 0-dimensional manifold.