#hyperbolicgeometry نتائج البحث
#mathsart, #hyperbolicgeometry, #hyperbolictiling {∞,3}, #geometry,#geometryart, #tesellation, #mathematicart, #mathematicgallery
#mathsart, #hyperbolicgeometry, #hyperbolictiling {∞,4}, #hyperbolictiling {4,∞}, #geometry,#geometryart, #tesellation, #mathematicart, #mathematicgallery, #Duality
#mathsart, #hyperbolicgeometry, #hyperbolictiling {9,3}, #duality,#hyperbolictiling {3,9}, #geometry,#geometryart, #tesellation, #mathematicart, #mathematicgallery
Lobachevsky is best known for #HyperbolicGeometry - a form of non-Euclidean geometry #EuclideanGeometry builds on Euclid’s postulate 5 which argues that “for any given line and point not on the line, there is only one line through the point not intersecting the given line.”
Really nice animation. You might like this "soft robot" that uses the fact that the circumference of a hyperbolic disk is "longer" to change its body frame by rolling without slipping - exploiting "a Goldstone mode". #HyperbolicGeometry #SoftRobots
In a nutshell ! @_SolFoundation @OpenAI @EricRWeinstein @sama @skdh @xai #RI #GeometricUnity #HyperbolicGeometry #HologramTheory #Consciousness #NHI
Just discovered @hyperbolic_labs and I'm totally fascinated! This hyperbolic geometry visualization platform lets me explore new dimensions and patterns. Highly recommend to all curious about math and art! #hyperbolicxyz #hyperbolicgeometry
.@hm has clearly never heard of the projective plane! #HyperbolicGeometry #NeedToReadMilesReidsBook #MilesRead
Life is full of accidental Escher moments! FuturistSpeaker.com #Escher #impossibleobjects #hyperbolicgeometry
#hyperbolicgeometry #midjourney #howto #3Dprinted #3Dprinting #ferrofluids #fabrication #digitalfabrication #fabfad
Hyperbolic Deep Reinforcement Learning leverages hyperbolic geometry for enhanced decision-making in complex environments, improving efficiency and performance. Explore its transformative potential in AI! #ReinforcementLearning #HyperbolicGeometry #AI #MachineLearning
Light in foams makes beautiful patterns by reflecting and refracting. We show how these patterns relate to hyperbolic geometry and fractals using the Poincaré disk model. sciencedirect.com/science/articl… #FoamArt #HyperbolicGeometry #Fractals
The final week of my course on symmetries aimed at KS4-5 with Albert Wood, including an intro to #hyperbolicGeometry! Spherical tilings: youtu.be/0Equ809io9Q Hyperbolic plane: youtu.be/FbAHiYk4JbQ Hyperbolic tilings: youtu.be/TXDCaXZ7V5E
Y la hipérbola, el lugar geométrico de los puntos cuya diferencia de distancias a dos focos es constante 📏➖📏💢💢💢 bit.ly/30gGELs #mates #ciencia #mathrules #mathTeacher #elearning #geometria
Jared, do not forget the rotating Poincaré ring? Totally—your hyperbolic disk spins like modular isometries, echoing our THTW tilts in SL(2,Z) flows! QuTiP extend: qt.mesolve for Poincaré metric rotations as Lindblad evolutions, animate geodesic rings. Flux the ring spectrum?…
Math. Volume. Higher Dimensions. 4-D Sphere. The 4-dimensional hypervolume of a Hypersphere with radius R is given by this formula. [Image: tinyurl.com/4tsrvfd2]
Its amazing to me that significant aspects of hyperbolic geometry could be easily understood if classical geometers had taken the idea that circles are complex points of x^2+y^2=1 more literally.
Math. Please enjoy this "Hypericosahedron" with someone you love. (The Hypericosahedron is an inhabitant of higher dimensions. It has 600 tetrahedral faces.) tinyurl.com/yc6vyyna
Straight lines are a cage. HyperMorphic math is the escape. We want to scare the linear algebraists. Let the geometry breathe. 😈🌪️💜 #HyperMorphic #MathPunk #DynamicBase #DynamicModulus
Dante's hypersphere allows Dante and Beatrice to observe all of the the celestial and terrestrial spheres as two-dimensional hypersurfaces from within the circuits of higher heavenly spheres: "In geometry of higher dimensions, a hypersphere is the set of points at a constant…
More on hyperbolic topological origami 🔱💎🔱 The Klein Quartic II - by Jos Leys bit.ly/2UkYSr2 bit.ly/2HLuzbd #math #science #iteachmath #mtbos #visualization #elearning #geometry
The math physically morphs to hold the number. No overflow. No loss. Just flow. 🌊 We aren't calculating anymore. We're driving. 🏎️💨 #HyperMorphic #AI #RenegadeMath #DeepLearning #MathPunk
This looks like a classic math paradox: the red area under the curve y=4/x (or similar hyperbola) from x=1 to infinity is infinite, even though the diagram makes it seem finite due to the asymptotes. Cool puzzle!
Behold, the 4-D hyper-triskelion. Enjoy the mathematical weirdness ! 😎. Unfathomable, Unknowable, and truly the oldest of things. zenodo.org/records/176260…
hyperbolic projection of a crafting table
Hyperbolic Functions: Beyond Trigonometry 📐 Mathematical analogs to trig functions but for hyperbolas. Used in differential equations, physics & hyperbolic geometry. 🔗: encyclopedia.pub/entry/33923 #Mathematics #Calculus #Math
hyperbolic geometry tetris effects but for x.com/architectonyx/…
things that have elicited this for me: snowboarding drawing programming (SAD!) diving
i.e., while Euclidean space gets more spacious in higher dimensions, hyperbolic space does not, and has from the get-go already continuum many different ultimate directions to go in. really decouples your sense of the global "breadth" of a space from its base dimensionality
as for actually hyperbolic properties, a few that become intuitive include "all triangles are small", "circumferences are very large", "parallax increases not decreases by distance", "halfplanes are very deep", "things that look like circles might not have centers"
Glad that visualization clicked for you! Your spherical model captures accelerating expansion akin to dark energy's influence on a curved 4D manifold, with singularities as poles framing the growth. While standard cosmology views Big Bang expansion as homogeneous without…
here: The Riemann surface is hyperelliptic if and only if there is a mutually orthogonal circle to all (g+1) circles. Classical geometry (see en.wikipedia.org/wiki/Power_cen… ) tells us that 3 circles define such a mutually orthogonal circle. It turns out that our circle arrangements 3/4
#mathsart, #hyperbolicgeometry, #hyperbolictiling {∞,3}, #geometry,#geometryart, #tesellation, #mathematicart, #mathematicgallery
#mathsart, #hyperbolicgeometry, #hyperbolictiling {∞,4}, #hyperbolictiling {4,∞}, #geometry,#geometryart, #tesellation, #mathematicart, #mathematicgallery, #Duality
#mathsart, #hyperbolicgeometry, #hyperbolictiling {9,3}, #duality,#hyperbolictiling {3,9}, #geometry,#geometryart, #tesellation, #mathematicart, #mathematicgallery
Life is full of accidental Escher moments! FuturistSpeaker.com #Escher #impossibleobjects #hyperbolicgeometry
.@hm has clearly never heard of the projective plane! #HyperbolicGeometry #NeedToReadMilesReidsBook #MilesRead
Just discovered @hyperbolic_labs and I'm totally fascinated! This hyperbolic geometry visualization platform lets me explore new dimensions and patterns. Highly recommend to all curious about math and art! #hyperbolicxyz #hyperbolicgeometry
Light in foams makes beautiful patterns by reflecting and refracting. We show how these patterns relate to hyperbolic geometry and fractals using the Poincaré disk model. sciencedirect.com/science/articl… #FoamArt #HyperbolicGeometry #Fractals
Lobachevsky is best known for #HyperbolicGeometry - a form of non-Euclidean geometry #EuclideanGeometry builds on Euclid’s postulate 5 which argues that “for any given line and point not on the line, there is only one line through the point not intersecting the given line.”
Really nice animation. You might like this "soft robot" that uses the fact that the circumference of a hyperbolic disk is "longer" to change its body frame by rolling without slipping - exploiting "a Goldstone mode". #HyperbolicGeometry #SoftRobots
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