Pierre Deligne netted the prize, one oft he most prestigious in mathematics and worth about $1 million, for proving a deep conjecture about algebraic geometry which has helped to transform number ...

After over three decades, five academic studies and one thousand pages, a team led by Yale Professor Sam Raskin has solved a part of what some consider math’s “Rosetta Stone.” Raskin led a nine-person ...

We present a proof for certain cases of the noncommutative Borsuk-Ulam conjectures proposed by Baum, Dabrowski, and Hajac. When a unital C*-algebra A admits a free action of ℤ/kℤ, k ≥ 2, there is no ...