Pete L. Clark
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Registered User
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Primary research interests: number theory, arithmetic geometry, Galois cohomology Secondary research interests: field theory, commutative algebra, general topology, model theory, and various combinations thereof I also have an enduring interest in mathematical exposition. |
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nt.number-theory× 119 ag.algebraic-geometry× 83 ac.commutative-algebra× 63 soft-question× 55 gr.group-theory× 35 fields× 31 reference-request× 30 set-theory× 28 gn.general-topology× 25 arithmetic-geometry× 22 |
ra.rings-and-algebras× 19 lo.logic× 18 examples× 17 algebraic-number-theory× 17 elliptic-curves× 16 big-list× 16 ho.history-overview× 15 abelian-varieties× 15 polynomials× 14 mathematics-education× 14 |
teaching× 12 galois-theory× 12 co.combinatorics× 11 model-theory× 10 ct.category-theory× 10 big-picture× 10 linear-algebra× 9 dg.differential-geometry× 9 ca.analysis-and-odes× 9 valuation-theory× 8 |
rt.representation-theory× 8 complex-geometry× 8 characteristic-p× 8 career× 8 real-analysis× 7 prime-numbers× 7 modular-forms× 7 class-field-theory× 7 advice× 7 abstract-algebra× 7 |
quadratic-forms× 6 picard-group× 6 number-fields× 6 mg.metric-geometry× 6 measure-theory× 6 calculus× 6 at.algebraic-topology× 6 analytic-number-theory× 6 publishing× 5 order-theory× 5 |
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