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#algebraic — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #algebraic, aggregated by home.social.

  1. In today's episode of "Math #Mystifies #the #Masses," we dive into the riveting world of #probability #density #functions and #interpolation factors—because apparently, nothing screams excitement like calculating how an "entropy bulge" curves upward. 📈🤯 Spoiler alert: It's concave! Stay tuned for more edge-of-your-seat #algebraic #adventures. 🙄
    cgad.ski/blog/entropy-of-a-mix #Math #Factors #Entropy #Bulge #HackerNews #ngated

  2. In today's episode of "Math #Mystifies #the #Masses," we dive into the riveting world of #probability #density #functions and #interpolation factors—because apparently, nothing screams excitement like calculating how an "entropy bulge" curves upward. 📈🤯 Spoiler alert: It's concave! Stay tuned for more edge-of-your-seat #algebraic #adventures. 🙄
    cgad.ski/blog/entropy-of-a-mix #Math #Factors #Entropy #Bulge #HackerNews #ngated

  3. In today's episode of "Math #Mystifies #the #Masses," we dive into the riveting world of #probability #density #functions and #interpolation factors—because apparently, nothing screams excitement like calculating how an "entropy bulge" curves upward. 📈🤯 Spoiler alert: It's concave! Stay tuned for more edge-of-your-seat #algebraic #adventures. 🙄
    cgad.ski/blog/entropy-of-a-mix #Math #Factors #Entropy #Bulge #HackerNews #ngated

  4. In today's episode of "Math #Mystifies #the #Masses," we dive into the riveting world of #probability #density #functions and #interpolation factors—because apparently, nothing screams excitement like calculating how an "entropy bulge" curves upward. 📈🤯 Spoiler alert: It's concave! Stay tuned for more edge-of-your-seat #algebraic #adventures. 🙄
    cgad.ski/blog/entropy-of-a-mix #Math #Factors #Entropy #Bulge #HackerNews #ngated

  5. 1/3
    #MathsMonday #Maths #Math
    I was reminded this week about the #algebraic #Mathematics #proof of #Pythagoras theorem, which I always thought was pretty cool, so I thought I'd share it this week for those who haven't seen it. I'd seen the one where you cut out shapes, but I always found that one a little boring, but being a numbers person I really liked this proof, when I finally saw it!

    You'll see in the image we have a big square which is made up of 4 triangles and a smaller square...

  6. There is a mysterious connection between #algebraic #surfaces and solutions of non-linear differential equations called the #Painlevé equations. Marta Mazzocco
    @unibirmingham Pieter Roffelsen and I
    @sydney_uni show surprising variations on this connection: arxiv.org/abs/2405.10541

  7. Shout out to #mathstodon to say hello. I majored in math at #ReedCollege, decades ago now but I do try to keep up now and then. My undergrad thesis was on #KnotTheory (#algebraic #topology). My father was an applied mathematician in aerospace. These days I make a living as a software architect and it is the rare and joyous day when I get to use any bit of math.

  8. @wrog I've just done a search and got a very small number of hits for #Topology, #Algebraic, and #AlbebraicTopology.

    But Mastodon-as-a-Platform is not a place where you can search the mass of posts, it's a place to build a network in which you can then have the conversations. Searches can supplement this, but it's not about building a searchable body of data.

    That's both a strength and a limitation.

    2/n

  9. CW: quandring

    Ie. I'm pondering a quandary.

    #NumberTheory #Algebraic #NumberFields #cm

    Let F CM over ℚ with max real subfield K then α generate F over K, α totally imaginary unit. Take the partial norm of α by the Galois group of K lifted over F; I assert that since it is a generator of an extension, its norm should NOT collapse into ℚ. Thus being a unit it must have its partial norm also a unit, and being totally imaginary in a quadratic extension this must be i.