Geometric measure theory
From the reviews: ..." Federer's timely and beautiful book indeed fills the need for a comprehensive treatise on geometric measure theory, and his detailed exposition leads from the foundations of the theory to the most recent discoveries. ... The author writes with a distinctive style whi...
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//IF NOT LOGGED IN - FORCE LOGIN ?> //ELSE THEY ARE LOGGED IN PROCEED WITH THE OPEN URL CODE:?>Stanford University
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QA312 .F4 1996 QA613 .F4 |
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University of Chicago
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QA312 .F4 1996 QA312.F29 |
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Massachusetts Institute of Technology
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QA312.F293 |
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Johns Hopkins University
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QA 312 .F4 1996 QA3 .G97 Bd.153 |
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Harvard University
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QA312 .F4 |
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Duke University
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510 G889 Bd. 153 QA1 .G786 Bd.153 |
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Dartmouth College
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QA312 .F4 |
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Cornell University
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QA312 .F29 QA312 .F29 1996 |
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Princeton University
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QA312 .F4 QA312 .F4 1996 |
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Columbia University
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QA312 .F4 |
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University of Pennsylvania
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QA312 .F4 QA312 .F4 1996 |
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Brown University
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QA312 .F43 |
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