Pete L. Clark
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http://math.uga.edu/~pete/  


Course notes, open problems, publications and preprints by Clark, who teaches at the University of Georgia, and does research primarily in number theory and arithmetic geometry. See, in particular, Clark's freely downloadable PDF expositions on commutative algebra, field invariants, field theory, topology, local fields, model theory, multivariable calculus, nonassociative algebra, noncommutative algebra, quadratic forms, real analysis, semigroups, set groups, Shimura curves, and uniform distribution.  


Levels:  College, Research 
Languages:  English 
Resource Types:  Course Notes, Articles 
Math Topics:  Modern Algebra, Real Analysis, Calculus (Multivariable), Topology 
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