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Given a calculus field? FF of scalars and a type of indices II, one could define a calculus vector space? V≔F IV \coloneqq F^I with a basis vector function e:I↪Ve:I \hookrightarrow V. Let f:V→Ff:V \to F be a differentiable scalar function, and given an index i:Ii:I, the partial derivative ∂ i\partial_{i} is pointwise defined as
calculus field?
calculus vector space?
Newton-Leibniz operator
directional derivative
Revision on April 16, 2022 at 16:23:12 by Anonymous?. See the history of this page for a list of all contributions to it.