#featurecolumn - Twitter Hashtag

about 3 years ago

超対称性を理解するために空間次元を0にしてみたよ!! #超対称性 #AMS #FeatureColumn We’re going to simplify as much as possible: all the way down to zero spatial dimensions! Designing supersymmetry https://t.co/CRGWPj7L1d @amermathsocより

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American Mathematical Society

@amermathsoc

over 4 years ago

Explore a problem for chess enthusiasts in the January #FeatureColumn titled "Rook Polynomials: A Straight-Forward Problem" by Thomas Morrill. 🔗 https://t.co/VsndpiXFHT

amermathsoc's tweet photo. Explore a problem for chess enthusiasts in the January #FeatureColumn titled "Rook Polynomials: A Straight-Forward Problem" by Thomas Morrill.

🔗 https://t.co/VsndpiXFHT https://t.co/vNOZXGJUsA

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American Mathematical Society

@amermathsoc

almost 5 years ago

"Mathematics too has profited from the idea that sometimes things of interest might have a structure that allowed them to be decomposed into simpler parts. A good example is the number 111111111..." Read the full October #FeatureColumn on our website. 🔗 https://t.co/9w06AVWtqr

amermathsoc's tweet photo. "Mathematics too has profited from the idea that sometimes things of interest might have a structure that allowed them to be decomposed into simpler parts. A good example is the number 111111111..."

Read the full October #FeatureColumn on our website.

🔗 https://t.co/9w06AVWtqr https://t.co/evANPfTVYK

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American Mathematical Society

@amermathsoc

about 5 years ago

The August #FeatureColumn is available on our website! This month, the column takes a look at principal component analysis (PCA) in three recently published applications and goes through the mathematics that makes it work. 🔗 https://t.co/ujAPeaMeoh