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3 | Improved clarity. | ||
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once Once students have been exposed to linear algebra and vector calculus, build calculus on manifolds along using many examples; i.e. go from real $\mathbb{R}$-abstract multilinear till to the de Rham complex, illustrating in $\mathbb{R}^3$. All that easen differential geometry, differential topology riemannian Riemannian geometry, ect etc. |
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2 | fix latex | ||
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once exposed to linear algebra and vector calculus, build calculus on manifolds along many examples i.e. go from real $mathbb{R}$-abstract \mathbb{R}$-abstract multilinear till the de Rham complex illustrating in $mathbb{R}^3$. \mathbb{R}^3$. All that easen differential geometry, differential topology riemannian geometry, ect |
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1 | [made Community Wiki] | ||
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once exposed to linear algebra and vector calculus, build calculus on manifolds along many examples i.e. go from real $mathbb{R}$-abstract multilinear till the de Rham complex illustrating in $mathbb{R}^3$. All that easen differential geometry, differential topology riemannian geometry, ect |
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