This Applied Exterior Calculus For Modern Design, Read reviews from world’s largest community for readers. Exterior calculus is a branch of differential geometry that generalizes the concept of differentiations to antisymmetric exterior derivative and the notions of ordinary integration to differentiable manifolds of arbitrary dimensions. Mathematical preliminaries vector fields exterior forms exterior derivatives lie derivatives, and integration antiexact differential forms and homotopy operators applications to mathematics:
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The Exterior Calculus Of Differential Forms Is, To A Large Degree, The Modern Language Of Differential Geometry And Mathematical Physics.
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