An elliptic curve $ E: y^2 + a_1 \, x \, y + a_3 \, y = x^3 + a_2 \, x^2 + a_1 \, x + a_6 $ is a cubic equation which has two curious properties: (1) the curve is nonsingular, so that we can draw tangent lines to every point $ P […]

CLAREMONT CENTER for the MATHEMATICAL SCIENCES Fall 2022 Poster Session   Title Speaker(s) A New Basis for k-Local Class Functions Hannah Friedman A Quantile Deffuant-Weisbuch Model of Opinion Dynamics Julianna Schalkwyk, Hector Tierno Analyzing Chromatin Immunoprecipitation (ChIP-Seq) Between-Sample Normalization Techniques through the Lens of their Biological Assumptions Sara Colando Characterizing Missing Traffic Stop Data Saatvik […]

The theory of compact linear operators between Banach spaces has a classical core and is familiar to many. Perhaps lesser known is the factorization of compact maps through a closed subspace of c_0 . This factorization theorem has a number of important connections and consequences analogous to how the ideals of continuous linear operators factoring […]