MATHEMATICAL HISTORY
FAMOUS MATHEMATICANS
FAMOUS PROBLEMS
FAMOUS THEOREMS
Miscellaneous
100

This ancient collection of 13 books written by Euclid served as the main textbook for teaching mathematics from its publication until the early 20th century.

What is Elements?


100

This, largely self-taught, mathematican made major contributions to number theory and worked with G. H. Hardy at Cambridge.

Who is Srinivasa Ramanujan? 


100

This conjecture asks whether every even integer greater than 2 can be written as the sum of two primes.

What is Goldbachs Conjecture?

100

This foundational theorem establishes a bridge between the concept of differentiating a function with the concept of integrating it.

What is Fundamental Theorem of Calculus?

100

This UO class  focuses on the study of congruences, Chinese remainder theorem, theory of prime numbers and divisors, Diophantine equations, and quadratic reciprocity. 

What is MTH 347?

200

Father of Geometry 

Who is Euclid?


200

This man is considered to be the most prolifc mathematican in history. 

Who is Paul Erdös?

200

This theorem states that every integer greater than 1 has a unique factorization into primes, up to ordering.

What is Fundamental Theorem of Arithmetic?

200

This theorem gives that every bounded sequence in $R^n$ has a convergent subsequence.

What is Bolzono-Weistress Theorem?

200

This hotel has an infinite number of rooms, with an infinite number of occupants, yet it can accomodate more guests.

What is Hilbert's Hotel?


300

In 1994, this mathematician finally proved the centuries-old theorem that had resisted mathematicians since Pierre de Fermat's time.

Who is Andrew Wiles?


300

This mathematican posed a list of problems at the second ICM that shaped 20th century mathematics. A room in University Hall is named after him. 

Who is David Hilbert?

300

This problem concerning the distribution of non-trivial zeros of what function is considered to be one of the most important unsolved problems in pure mathematics.

What is the Riemann zeta function?

300

if you take large enough random samples from any population, the averages of those samples will form a normal bell-shaped curve, even if the original population data is not bell-shaped. 

What is Central Limit Theorem?

300

This space forces all triangles to be isosceles.  

What is an Ultrametric space? 

(strong triangle inequality is also an acceptable answer)

400

This mathematician earned his PhD in Mathematics at the University of Michigan at 25. He later became infamous under a very different name. Who was he?

"You can't eat your cake and have it too." 

Who is Ted Kaczynski?

400

She was the second women to win the fields medal and solved a famous problem on sphere packing.

Who is Maryna Viazovska?

400

This millennium problem has been of reccent controversy. 

What is the Navier-Stokes Equation?

400

You cannot comb a hairy ball flat without leaving one hair sticking up

What is Hairy-Ball Theorem?

400

This rule states that if n items are put into m containers, with n>m, then at least one container must contain more than one item.

What is Pigeon-Hole Principle?

M
e
n
u