Mathematician Maggie Miller explores the strange and fascinating world of 4D topology — the study of shapes, or manifolds, that resemble flat Euclidean space when viewed up close.

In this article we prove two characterizations of the Euclidean ball: (i) the only convex body in ℝ³ such that every normal plane bisects the volume (or surface area) is the Euclidean ball, (ii) the ...

Natural populations of Arabidopsis thaliana exhibit phenotypic variations in specific environments and growth conditions. However, this variation has not been explored after seed osmopriming ...

Since I'm also a math lover, I couldn't help but want to try calculating it myself along the way, so I paused the video right when the QuizKnock members were screaming in agony over the difficult ...

A central goal of biology is to understand how genetic variation produces phenotypic variation, which has been described as a genotype to phenotype (G to P) map. The plant form is continuously shaped ...

The visual processing of human bodies is important for social and cognitive functions. While previous studies have identified brain regions involved in detecting bodies and body parts, understanding ...