After finding the homeschooling life confining, the teen petitioned her way into a graduate class at Berkeley, where she ...

Proving the conjecture by dimensions has revealed surprises, Quanta reports. For dimensions 1 through 6, mathematician Oskar Perron proved the conjecture in 1940.

Hannah Cairo found herself stuck on a problem that wouldn’t leave her mind. It wasn’t a regular homework assignment—it was a ...

The bunkbed conjecture says that the probability of finding the path on the bottom bunk is always greater than or equal to the probability of finding the path that jumps to the top bunk. It doesn’t ...

The weak conjecture is incomparably easier, Tao says, because by splitting a number into a sum of three, “there are many, many more chances for you to get lucky and have all the numbers be prime.” ...

Article Published: 05 November 2014 Disproving the Peres conjecture by showing Bell nonlocality from bound entanglement Tamás Vértesi & Nicolas Brunner Nature Communications 5, Article number ...

The Kaplansky conjectures are three long-standing open problems on the group rings of torsion-free groups. Last week, Dr. Giles Gardam, postdoc in Mathematics Münster's topology group, announced that ...

The 400-year-old Kepler Conjecture that your local greengrocer knows how to solve Marcus Strom Updated June 21, 2017 — 6.05pmfirst published at 2.17pm Normal text size Larger text size ...