Osama Ghani (@ossihlikesblue) 's Twitter Profile
Osama Ghani

@ossihlikesblue

he/him/his

ID: 90102067

calendar_today15-11-2009 05:18:15

3,3K Tweet

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302 Takip Edilen

Daniel Litt (@littmath) 's Twitter Profile Photo

Going forward, any space obtained by taking the smash product of another space with a circle will be permanently suspended

TORONTOVERSE (@torontoverse) 's Twitter Profile Photo

Toronto has the largest Deep Lake Water Cooling system in the world. But what is it, and how does it work? Here’s Rebecca Gao with a full breakdown on the system, the buildings attached to it, and the coming expansion. torontoverse.com/articles/3dF--…

Vincent Pantal🍩ni (@panlepan) 's Twitter Profile Photo

🤹‍♂️I realized something cool about the three ball regular juggling pattern. You can see it as borromean rings. Let me explain this #MathGIF ⤵ 🧶1/n

chessapig (@chessapigbay) 's Twitter Profile Photo

Symplectic geometry starts with a "closed, non-degenerate two form", and turns that into its whole personality. But what does symplectic taste like? IMO, one of these nerd clusters. Crunchy tangy nerds w/ a gummy center. Here's how symplectic's flavor changed over the years 1/🧵

Symplectic geometry starts with a "closed, non-degenerate two form", and turns that into its whole personality. But what does symplectic taste like? IMO, one of these nerd clusters. Crunchy tangy nerds w/ a gummy center.

Here's how symplectic's flavor changed over the years
1/🧵
Quanta Magazine (@quantamagazine) 's Twitter Profile Photo

In contact geometry, the structure of high-dimensional spheres can lend insight into physics and an infinite host of related manifolds. In a new paper, four mathematicians have discovered a new type of contact sphere. @slomanleila reports: quantamagazine.org/in-the-wild-we…

National Museum of Mathematics (@momath1) 's Twitter Profile Photo

What's going on here? No, it's not AI. Math-art-matician Shiying Dong, who published a paper on her topological crochet in the Bridges Conference, has the answer — and she is once again offering online classes with MoMath. Visit momath.org/crochet; limited space available.

What's going on here?  No, it's not AI.
Math-art-matician Shiying Dong, who published a paper on her topological crochet in the Bridges Conference, has the answer — and she is once again offering online classes with MoMath.
Visit momath.org/crochet; limited space available.
Quanta Magazine (@quantamagazine) 's Twitter Profile Photo

If you shift any input 𝑥 to -𝑥 in a function, then 𝑥² outputs the same value. Infinitely many functions satisfy this symmetry. Here are just a few: quantamagazine.org/behold-modular…

If you shift any input 𝑥 to -𝑥 in a function, then 𝑥² outputs the same value. Infinitely many functions satisfy this symmetry. Here are just a few: quantamagazine.org/behold-modular…