Topology
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bobthedragon:monsters and topology~!
bobthedragon:monsters and topology~!
saintjimmyyy:HATE this image on the wikipedia page for topology
saintjimmyyy:HATE this image on the wikipedia page for topology
catchymemes:Joseph J. Rotman - An Introduction To Algebraic Topology.
catchymemes:Joseph J. Rotman - An Introduction To Algebraic Topology.
Leonardo da Vinci, Emblem of his Academy in Milan. Including the Vinci Knot. It was later reproduced
Leonardo da Vinci, Emblem of his Academy in Milan. Including the Vinci Knot. It was later reproduced
visualizingmath:If you take the curve y=1/x for x ≥ 1, and revolve it around the x-axis, you would g
visualizingmath:If you take the curve y=1/x for x ≥ 1, and revolve it around the x-axis, you would g
Heegard Floer homology by Joshua Evan Greene
Heegard Floer homology by Joshua Evan Greene
Physical map of the Soviet Union Taken From the “Concise World Atlas” published by ГУГК in 1974Scale
Physical map of the Soviet Union Taken From the “Concise World Atlas” published by ГУГК in 1974Scale
spring-of-mathematics: Smale’s paradoxIn differential topology, Smale’s paradox states that it is p
spring-of-mathematics: Smale’s paradoxIn differential topology, Smale’s paradox states that it is p
photoshamanism: Topology of a cloudy day
photoshamanism: Topology of a cloudy day
topology - (my collage and edit from a found pic, model and photographer unknown)
topology - (my collage and edit from a found pic, model and photographer unknown)
Mako the sporty oni girl. Testing out her face topology (not a rig).
Mako the sporty oni girl. Testing out her face topology (not a rig).
Defender - Update7: Hair Topology
Defender - Update7: Hair Topology
Defender - Update 6: Body Topology
Defender - Update 6: Body Topology
_What is a Lefschetz pencil?_ by Robert Gompf
_What is a Lefschetz pencil?_ by Robert Gompf
chaosophia218:Euler’s Identity: eiπ + 1 = 0.Euler’s Identity is an Equation about constants π and e.
chaosophia218:Euler’s Identity: eiπ + 1 = 0.Euler’s Identity is an Equation about constants π and e.
These three loops cannot be taken apart, but if you remove any one of them the other two will be dis
These three loops cannot be taken apart, but if you remove any one of them the other two will be dis
Vladimir Igorevich Arnol’d on wave fronts, tennis balls, and caustics
Vladimir Igorevich Arnol’d on wave fronts, tennis balls, and caustics
joyceanfartboner:this is bullshit and i hate science and math and topology is bullshit
joyceanfartboner:this is bullshit and i hate science and math and topology is bullshit
andstudioae:AL HASIRA is inspired by the rise in the need to enjoy the comfort and ambiance of Dubai
andstudioae:AL HASIRA is inspired by the rise in the need to enjoy the comfort and ambiance of Dubai
Emma McNally (British, b. 1969, based London, UK) - Carbon Sound Field, 2013  Carbon, Graphite
Emma McNally (British, b. 1969, based London, UK) - Carbon Sound Field, 2013  Carbon, Graphite
curiosamathematica: Going straight ahead on a complicated surface isn’t really that straightfo
curiosamathematica: Going straight ahead on a complicated surface isn’t really that straightfo
Topological representations of Australia
Topological representations of Australia
Applying topological physics to lasing creates more highly efficient and robust lasersIsraeli and US
Applying topological physics to lasing creates more highly efficient and robust lasersIsraeli and US
Artificial material protects light states on smallest length scalesLight not only plays a key role a
Artificial material protects light states on smallest length scalesLight not only plays a key role a
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