Mathematical achievements

1.

Mathematical
achievements
Plotkin Vladimir 2МR - 3

2.

Shinichi Mochizuki proved the abchypothesis
The abc-hypothesis is a statement in number theory
formulated independently by the mathematicians David
Musser and Joseph Esterle, but the evidence was
accepted by a small number of scientists.

3.

Harald Gelfgott tested
Goldbach's problem
The Goldbach problem is that,
starting from 7, every odd
number is the sum of three
primes. It was checked by a
Peruvian mathematician on a
computer for numbers up to
1030.

4.

Ken Ono and Jan Bruigne split the
numbers
The Brazilian gave an answer to the
question, in how many ways can a
positive integer be written as a sum of
smaller numbers?

5.

17 Sudoku clues
McGuire, Tugeman, and
Chivario proved that the
minimum number of
clues that uniquely
identify a problem in
Sudoku is 17.

6.

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