Recently (Aug. 1), University of Cambridge mathematician Caucher Birkar won the Fields Medal — the most elevated prize in arithmetic, granted like clockwork to a little gathering of mathematicians age 40 or more youthful. The honor accompanied a 14-carat gold award and 15,000 Canadian dollars (about $11,500). As indicated by the BBC, Birkar put the decoration in his attaché, alongside his wallet and telephone, and left the folder case on a table in the Rio de Janeiro gathering focus where the honor was introduced.
When he restored, the portfolio was no more.
Birkar was one of four mathematicians to recieve a Fields Medal in 2018. He recieved the prize for his work in the field of arithmetical geometry.
“As a mathematician,” Quanta Magazine clarified in a profile distributed Aug. 1, “Birkar has conveyed request to the boundless assortment of polynomial conditions — those conditions that comprise of various factors raised to different forces. No two conditions are precisely indistinguishable, however Birkar has uncovered that many can be flawlessly sorted into few families. In two papers distributed in 2016 he demonstrated that an endless number of various polynomials can be characterized by a limited number of attributes — an outcome which exhibited this confounding cluster of apparently random arithmetical conditions shares something in like manner.” [What Is Topology?]
Birkar, a Kurdish outcast from Iran, is the second individual conceived in Iran to win a Fields Medal in this decade. Maryam Mirzakhani, a Stanford mathematician from Iran, turned into the primary (lady and remains the just a single ) to win a Fields Medal in 2014. She passed on in 2017 at 40 years old.