
About
John Sheridan is a Lecturer in the Department of Mathematics at Princeton University, located in Fine Hall 1003. His research focuses on advanced topics in algebraic geometry, including Torelli theorems, Severi curves, and projective normality of algebraic varieties. He holds a prominent position within the mathematics community through his contributions to geometric invariant theory and moduli spaces.
Research interests center on algebraic geometry with particular emphasis on divisor varieties, symmetric products, and syzygies of curves. His work intersects with complex geometry, enumerative geometry, and Hodge theory.
Recent articles explore themes such as Steiner bundles, rational elliptic surfaces, and cohomological structures within algebraic varieties. No scientific awards have been explicitly mentioned in available records.
No advising or grant information is currently provided. Laboratory or team affiliations are not documented in the source materials.
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