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  1. Imágenes

    • 数学家亨利·塞格曼 (Henry Segerman) 展示了线性 3 维“平面”只是弯曲的 4 维“时空”的投影，|ZZXXO
    • A New Puzzle Turns Earth Into a Rubik’s Cube, but More Complex - The ...
    • Henry Segerman & Potomac Photonics - 3D Printing Experts
    • Henry Segerman - YouTube
    • Mathematician/artist Henry Segerman: Interview highlights (Math ...

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  2. math.okstate.edu › people › segermanHenry Segerman's Math(s) Website - Oklahoma State University ...

    6 de may. de 2024 · Henry Segerman Department of Mathematics Oklahoma State University Stillwater, OK 74078, USA Office: 504 Mathematical Sciences Phone: (405) 744-7746 Email: henry (dot) segerman (at) okstate (dot) edu. Curriculum Vitae

  3. www.reddit.com › r › GrayZoneWarfareIS there an any difference between factions? : r/GrayZoneWarfare

    Henry Segerman designed these borromean hairpins with Saul Schleimer: this is another solution to the problem of designing three identical gears, each of which meshes with the other two, and yet the mechanism can move (but translating instead of rotating)

  4. paperswithcode.com › paper › connecting-essentialConnecting essential triangulations I: via 2-3 and 0-2 moves

    6 de may. de 2024 · 6 May 2024 · Tejas Kalelkar , Saul Schleimer , Henry Segerman ·. Edit social preview. Suppose that M is a compact, connected three-manifold with boundary. We show that if the universal cover has infinitely many boundary components then M has an ideal triangulation which is essential: no edge can be homotoped into the boundary.

  5. Videos

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  6. www.instagram.com › geometriasagrada_planetaria › pgeometria sagrada | "¡El matemático Henry Segerman ...

    9 de may. de 2024 · geometria sagrada | "¡El matemático Henry Segerman demostrando cómo un plano lineal de 2a dimensión es sólo una proyección de la curva 3.a dimensión e... | Instagram.

  7. www.reddit.com › r › AphantasiaPodcast Interview moment where we both realize we have ...

    I recently interviewed Mathematician and YouTuber, Henry Segerman on a podcast. I wanted to share a moment when I realized we both have Aphantasia…

  8. www.reddit.com › r › mathExploring Indra’s Pearls with WebGPU : r/math - Reddit

    2.7M subscribers in the math community. This subreddit is for discussion of mathematics. All posts and comments should be directly related to…

  9. arxiv.org › list › mathGeometric Topology - arXiv.org

    7 de may. de 2024 · Title: Immersions of 3-manifolds into the 5-space, almost contact structures, and complex tangents