There's much debate about inspiring a greater appreciation for mathematics. Art has a key role.
Plosion 1 (Yellow) is the 40th and final piece in the mathematically inspired exhibition that is Conrad Shawcross' Cascading Principles: Expansions within Geometry, Philosophy, and Interference.
Spectral properties of Schrödinger operators are studied a lot in mathematical physics. They can give the description of trapped fermionic particles. This presentation will focus on the non-interacting case. I will explain why it is relevant to estimate L^p bounds of orthonormal families of eigenfuntions at the semiclassical regime and then, give the main ideas of the proof.
