Number Theory is one of the oldest branches of modern mathematics. It is motivated by the study of properties of integers and solutions to equations in integers. Many of its problems can be stated ...

Possible topics include: differential geometry, hyperbolic geometry, three-dimensional manifolds, knot theory. MATH 8845 Topics in Algebra and Number Theory (Fall: 3) Selected topics in Algebra and ...

My research interests are at the intersection of analytic number theory and combinatorics. I study properties of modular forms with applications to partition functions. Incongruences for modular forms ...

Only about 20 mathematicians around the world support Mochizuki’s theory. One of them is Ivan Fesenko, a math professor at the University of Warwick in Britain, who hailed Mochizuki’s work as ...

number and shape. SFU's Mathematics Department specializes in using a combination of today's computational tools and profound theory in leading-edge studies and critical application areas. Math ...

number and shape. SFU's Mathematics Department specializes in using a combination of today's computational tools and profound theory in leading-edge studies and critical application areas. Math ...