A graphics and material-modelling tool that can systematically handle impossible objects.
Want your Penrose triangles smoothed into bagels, while retaining their delicious impossibility? Meschers can do that.
H/T @sohkamyung@mstdn.io
A graphics and material-modelling tool that can systematically handle impossible objects.
Want your Penrose triangles smoothed into bagels, while retaining their delicious impossibility? Meschers can do that.
H/T @sohkamyung@mstdn.io
There is a good potential in augmenting books with modern educational tools. #Math #MathSky
There is a good potential in augmenting books with modern educational tools. #Math #MathSky
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to solve this #OpenProblem in #GraphTheory.
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to solve this #OpenProblem in #GraphTheory.
#MTBoS #ITeachMath #EduSky #STEM #MathsToday #MathSky #EdTech @codebreakeredu.com
#MTBoS #ITeachMath #EduSky #STEM #MathsToday #MathSky #EdTech @codebreakeredu.com
Links in next post 1/2
Links in next post 1/2
Inspired by @3blue1brown.com's video:
youtu.be/HZGCoVF3YvM?...
I made this animation of Bayes' Theorem.
I hope it makes sense. Probability always messes up with my head 😵💫🫨. Let me know in the comments below 👇 Have a great day!
Inspired by @3blue1brown.com's video:
youtu.be/HZGCoVF3YvM?...
I made this animation of Bayes' Theorem.
I hope it makes sense. Probability always messes up with my head 😵💫🫨. Let me know in the comments below 👇 Have a great day!
Let f be a morphism from a surface to a curve, both projective, irreducible and smooth over C; let L be a line bundle on the surface.
Q Is the torsion part of R¹f_*L isomorphic to the torsion part of R¹f_*(L^{\vee}\otimes \omega_f)?
A Yes, but not canonically.
#MathSky
Let f be a morphism from a surface to a curve, both projective, irreducible and smooth over C; let L be a line bundle on the surface.
Q Is the torsion part of R¹f_*L isomorphic to the torsion part of R¹f_*(L^{\vee}\otimes \omega_f)?
A Yes, but not canonically.
#MathSky
Yeehaw!
Yeehaw!
a column vector of a circuit in a matrix is formed by -
1. write down a column vector of all "0"s that is length = number of edges.
1/4
a column vector of a circuit in a matrix is formed by -
1. write down a column vector of all "0"s that is length = number of edges.
1/4
With every update, we’re aiming to make the Internet less toxic, more fun, and more in your control.
• 3 minute videos!
• A separate request inbox for DMs from unknown users
• Mute accounts more quickly
With every update, we’re aiming to make the Internet less toxic, more fun, and more in your control.
• 3 minute videos!
• A separate request inbox for DMs from unknown users
• Mute accounts more quickly
This is a campaign of eradication.
www.nbcnews.com/nbc-out/rcna...
This is a campaign of eradication.
www.nbcnews.com/nbc-out/rcna...
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#dog #samoyed #notmyrodrick #fluffy #floof #snowdog #cloud #samoyedpuppy #dogsofbluesky #cute #wolf #teef
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#dog #samoyed #notmyrodrick #fluffy #floof #snowdog #cloud #samoyedpuppy #dogsofbluesky #cute #wolf #teef