Mathematicians survey new applications of algebraic curves that the recent development of computational techniques and significant growth in computer power have made possible. Among their topics are a family of non-normal double planes associated to hyper-elliptic curves, formal deformations of algebraic spaces and generalizations of the motivic Igusa-zeta function, computing heights on weighted projective spaces, the algebraic classification of subgroups of hyperbolic planar crystallographic groups, and curves in isomonodromy and isospectral deformations: Painlevé VI as a case study. Annotation ©2019 Ringgold, Inc., Portland, OR (protoview.com)
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Lubjana Beshaj, West Point Military Academy, NY.
Tony Shaska, Oakland University, Rochester, MI.
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