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John Sheridan is a Lecturer in the Department of Mathematics at Princeton University, where he is involved in algebraic geometry research. His academic interests encompass syzygies of equations defining varieties in projective space, vector bundles, linear systems on curves and surfaces, and the moduli of Higgs bundles. Sheridan actively investigates questions regarding positivity in algebraic geometry more broadly. His contributions to the field include work on Severi curves and rational elliptic surfaces as well as studies on projective normality and canonical symmetric squares. Additionally, he has co-authored research related to Torelli theorems and Steiner bundles, further enriching the mathematical community's understanding of these areas. Sheridan is also engaged in teaching, currently instructing MAT 201: Multivariable Calculus.
Princeton University • Princeton, NJ
Lecturer in the Department of Mathematics, focusing on algebraic geometry and instruction in calculus.
GRE scores are not accepted. Ph.D. is the primary degree; students are not required to hold an M.S.E. prior to admission.