Difference between revisions of "Exterior calculus"

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m (Exterior Calculus moved to Exterior calculus: MOS (and request in article))
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'''Exterior calculus''' is a formulation of the usual differential and integral calculus that does not depend on any particular coordinate system.  It is usully used to do calculus on [[manifold]]s.
 
'''Exterior calculus''' is a formulation of the usual differential and integral calculus that does not depend on any particular coordinate system.  It is usully used to do calculus on [[manifold]]s.
  
 
[[category:mathematics]]
 
[[category:mathematics]]

Revision as of 20:43, April 17, 2008

Exterior calculus is a formulation of the usual differential and integral calculus that does not depend on any particular coordinate system. It is usully used to do calculus on manifolds.