Stokes' Theorem and Surfaces
133465
Stokes and Gauss' Divergence theorem on a closed smooth surface in $\Bbb R^3$
31939
Combining Stokes and Divergence Theorem
61307
Consider the surface $S$ in $\mathbb{R}^ 3$ given by the graph of $f(x, y) = xy^2 − 2y^2 + e^x $.
64993
Connectedness of the $S^2$ sphere
53800
Pure significance of line integrals of vector fields
80100
Boundary of product manifolds such as $S^2 \times \mathbb R$
137451
Does there exist a differentiable conservative vector field with non - vanishing curl?
72311
Multivariable divergence theorem bicylinder questiin
137473
Isoperimetric inequality on the sphere via calculus of variations
52103
Use Stokes's Theorem to show $\oint_{C} y ~dx + z ~dy + x ~dz = \sqrt{3} \pi a^2$
3310
Application of Liouville's Theorem
156302
Find conditions for a surface of rotation to be regular
153767
Singular points and tangent lines
29304
Surface integral of a scalar over a unit cube.
119258
Electromagnetic field and continuous and differentiable vector fields
75694
The Schwarz Reflection Principle for a circle
129875
Fixed point theorem on spheres