Quantum theory and general relativity have long described the universe with incompatible languages, one speaking in ...

Quantum metric spaces extend the classical notion of metric spaces into the noncommutative realm by utilising operator algebras and associated seminorms to capture geometric structure in settings ...

Banach spaces provide a fundamental framework for analysing problems in functional analysis, encapsulating the notion of complete normed vector spaces. Metric geometry, by contrast, concerns itself ...

A Tufts University professor has a proposal to combat gerrymandering: give more geometry experts a day in court. Moon Duchin is an associate professor of math and director of the Science, Technology ...

A group of Boston-based mathematicians calling themselves the Metric Geometry and Gerrymandering Group are using their math superpowers to fight back against gerrymandering. They're holding a public ...

Tsukuba Journal of Mathematics, Vol. 39, No. 2 (December 2015), pp. 167-179 (13 pages) In this paper, we define asymptotically generalized Cantor sets in metric measure spaces by generalizing the ...

Scientists have long sought to understand the quantum metric (QM)—a fundamental quantity that measures how rapidly neighboring electronic states in a solid change across momentum space. Predicted to ...

This monthly journal, published since 1900, is devoted entirely to research in pure and applied mathematics, and, in general, includes longer papers than those in the Proceedings of the American ...

Students from the education and math departments of Misericordia University joined with the pre-kindergarten through eighth-grade students at St. Jude School to celebrate Metric Math Day. The ...