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Kissing numbers capture a deceptively simple idea: how many identical spheres can touch a central one without overlapping, a question that starts with intuitive cases like 2 in one dimension, 6 in two, and 12 in three, but quickly expands into higher dimensions where the pattern becomes far less obvious, connecting geometry with fields like coding theory and information transmission, and revealing how spatial constraints behave in complex systems.
Good morning โค๏ธ
@edmathlab
Good morning โค๏ธ
@edmathlab
๐1
Fun fact: Romaniaโs president, Nicuศor Dan, was one of the 11 students to solve the legendary Problem 6 at the 1988 IMO.
He scored a perfect 42/42 that year, alongside future Fields Medalist Ngรด Bแบฃo Chรขu. Ravi Vakil also solved it.
Terence Tao, aged just 13, got 1/7 on that problem, aced almost everything else, and still won gold.
Good morning โค๏ธ
@edmathlab
He scored a perfect 42/42 that year, alongside future Fields Medalist Ngรด Bแบฃo Chรขu. Ravi Vakil also solved it.
Terence Tao, aged just 13, got 1/7 on that problem, aced almost everything else, and still won gold.
Good morning โค๏ธ
@edmathlab
โค1
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Leonhard Euler walked so every mathematician could run ๐ฎโ๐จ๐...
So Great a man๐
@edmathlab
So Great a man๐
@edmathlab
โค1๐ฅ1
โThank God last night wasn't our last night.โ๐โฅ๏ธ
โค1
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Mathematics peaked here๐ญ๐
@edmathlab
@edmathlab
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