People

Jouranal of Computer and System Sciences, chief area editor (2005 - 2012)
Regulators III conference in Barcelona, co-organizer (2009 - 2011)
One of five finalists for the Five Star Teaching Award, (a university-wide award), University of Arizona (1991)

Textbooks

(with the Calculus Consortium based at Harvard (CCH)), Multivariable Calculus, Wiley, First edition 1995 and several subsequent editions. This book and its single variable counterpart are among the most popular and successful calculus texts in use over the last 15 years. The consortium consists of approximately 20 core members at any given time and affiliated institutions.

Attachments: 

raskind-stroila20pams.pdf

huang-raskind20multilinear20paper20for20fq9.pdf

raskind-xarles20u20tokyo.pdf

raskind-xarles20tams.pdf

I am interested in the theory of algebraic cycles on algebraic varieties defined over various types of fields.  Recall that an algebraic cycle of codimension n on an algebraic variety X is a formal linear combination of closed integral subvarieties of codimension n.  Two algebraic cycles are rationally equivalent if their difference is a sum of divisors of functions on codimension (n-1)-subvarieties  on X.  The group of algebraic cycles of codimension n modulo rational equivalence is called the Chow group of codimension n cycles.  When n=1, this group is often calle

Attachments: 

cftcor.pdf