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what to do with a constant of a scalar potential if all you need is a constant

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#partial-derivative #vector-fields
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Evaluate line integral and determine if independent of path

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#integration #multivariable-calculus #vector-fields
1.6k
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Can I comb unoriented hair on a ball?

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#algebraic-topology #manifolds #vector-fields #line-bundles
528
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One rank distribution over a smooth manifold

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#differential-geometry #vector-bundles #vector-fields #tangent-bundle
133
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Existence af a Frame on the Klein Bottle

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#differential-geometry #smooth-manifolds #vector-fields #orientation #non-orientable-surfaces
41
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gradient integration equality

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#calculus #integration #vectors #curves #vector-fields
2.1k
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Finding the integral curves of a vector field $x\partial y- y\partial x$

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#ordinary-differential-equations #vector-fields
32
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Why do arros of vectorfields grow in plots?

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#vector-fields
275
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Why is this vector field non-conservative in the curve?

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#calculus #algebra-precalculus #vector-fields
1.4k
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Every conservative vector field is irrotational

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#calculus #multivariable-calculus #vector-fields
163
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Corollary of Poincaré-Lemma

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#vector-fields #exterior-algebra
166
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Do Carmo's Definition of a Vector Field

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#differential-geometry #definition #vector-fields
201
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Tangential projection $P: \Gamma \to T_\Gamma$ or $P: V(\Gamma) \to V(T_\Gamma)$?

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#functional-analysis #differential-geometry #operator-theory #manifolds #vector-fields
68
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Prove that there is no function $m: \mathbb R^3 \times \mathbb R^3 \to \mathbb R^3$ so that the following conditions apply

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#linear-algebra #vector-fields
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Why is there no $B$ component of acceleration in my Multivariable Calculus class?

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#differential-geometry #vector-analysis #physics #vector-fields

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