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{\large\bf 
DIFFERENTIAL GEOMETRY/PDE SEMINAR}\\[2ex]
{\sc Wednesday, April 30, 2003\\
Padelford C-36\\
3:45 pm}\\[3ex]
{\large\bf 
Derivatives and Primatives
}\\[5ex]
\sc     Washek F. Pfeffer\\
     (University of California, Davis)
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A very general Gauss-Green theorem can be obtained by differentiating
certain additive functions defined on the family of all bounded BV
sets. The
process is invariant with respect to local lipeomorphisms, and the
resulting
integration by parts formula can be used to study removable sets for
PDEs in
divergence form.


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For more information about this seminar, visit the DG/PDE Seminar Web
page (from the Math Department home page, {\tt
www.math.washington.edu}, follow the link {\bf Seminars,
Colloquia, and Conferences}).


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\bigskip\footnotesize

The University of Washington is committed to providing access, equal 
opportunity and reasonable accommodation in its services, programs, 
activities, education and employment for individuals with disabilities.  
To request disability accommodation contact the Disability Services 
Office at least ten days in advance at: 206-543-6450/V, 206-543-6452/TTY, 
206-685-7264 (FAX), or dso@u.washington.edu. 



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