Collatz_problem [comrade/them]

  • 0 Posts
  • 15 Comments
Joined 4 years ago
cake
Cake day: November 13th, 2020

help-circle





  • Collatz_problem [comrade/them]@hexbear.nettoMemes@lemmy.mlmy type
    link
    fedilink
    English
    arrow-up
    28
    arrow-down
    3
    ·
    4 months ago

    asa-explain Sea anemones are relatives of the jellyfish. They have these tiny hairs growing on them that they use to feed by stunning fish, shrimp, zooplankton, and so on.

    But they can survive for years without food. They’re like jellyfish in that way. There are even sea anemones that have lived longer than 70 years with the proper care.

    They’re found all throughout the world’s oceans, and they can slowly move too. There are also fish that live inside them called anemonefish. The sea anemones protect them from predators and share their food scraps.

    In tropical waters, sea anemones latch on to coral reefs or rocks.

    Starfish are echinoderms and relatives of the sea urchin. There are as many as 2,000 starfish species around the world. Not all of them are star-shaped either. There’s even a species with 30 arms.

    When they get attacked by a predator, they’ll rip off their own arm to get away while the predator eats it. Their arms can regenerate, so I guess they regrow later.

    Starfish can eat almost anything in the ocean. They feed by pushing their stomach out of their mouth and directly digesting their prey. Fun fact, there’s an area in Kumamoto Prefecture where they eat starfish. As you’d expect from a relative of the sea urchin, you strip the skin to eat the insides, like with sea urchins.

    Even in other languages, starfish mostly have star-related names. For instance, in France they’re called…


  • Collatz_problem [comrade/them]@hexbear.nettoMemes@lemmy.mlMath
    link
    fedilink
    English
    arrow-up
    6
    ·
    edit-2
    5 months ago

    It’s the most general form of Stokes’ theorem that the integral of a differential form over the boundary of an volume and the integral of an exterior derivative of this form over that volume are the same. It covers a lot of classic formulas from the fundamental theorem of calculus to Green’s theorem, Gauss’ theorem and classic Stokes’ theorem.