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New posts in vector-analysis
Proof of Clairaut’s theorem in Terence Tao Analysis 2
real-analysis
integration
multivariable-calculus
vector-analysis
Why does $\nabla$ behave like a member of $\mathbb{R}^3$ (Euclidean vector in 3d space) in many cases?
multivariable-calculus
vector-analysis
Rotating vector functions
vector-analysis
rotations
What's the geometrical interpretation of the magnitude of gradient generally?
calculus
vector-analysis
Averaged dot product
vectors
vector-analysis
average
spherical-coordinates
In deriving the catenary equation, how does integrating $\frac{dy'}{\sqrt{1+(y')^2}}=\frac1a dx$ yield $\sinh^{-1}(y')=\frac{x}{a}$?
calculus
trigonometry
vector-analysis
hyperbolic-functions
CS231N Backpropagation gradient
matrices
vector-analysis
neural-networks
Lie bracket of exact differential one-forms
differential-geometry
differential-topology
vector-analysis
Gauss's divergence theorem for a scalar field
multivariable-calculus
vector-analysis
divergence-operator
scalar-fields
The "inverse" of $\nabla\times$ operator
vectors
vector-analysis
potential-theory
K. Janich, Vector Analysis, Chapter 3 Test
manifolds
vector-analysis
differential-forms
Intuition on the direction of steepest ascent always being orthogonal to the level set of the function
geometry
multivariable-calculus
soft-question
vector-analysis
intuition
Prove $\dfrac{d}{dt} \bigg|_{t=0}\varphi^Y_{-\sqrt{t}} \circ \varphi^X_{-\sqrt{t}} \circ \varphi^Y_{\sqrt{t}} \circ \varphi^X_{\sqrt{t}}=[X,Y](p)$ [duplicate]
differential-geometry
vector-analysis
lie-algebras
How is "area" a vector?
vector-analysis
Jacobian of (f,g) is identically zero if and only if f = h ∘ g?
derivatives
vector-analysis
jacobian
Divergence of $\vec{f} = \frac{1}{r^2} \hat{r}$ [duplicate]
calculus
vector-analysis
What is the difference between Green's Theorem and Stokes Theorem?
calculus
multivariable-calculus
vector-analysis
Divergence of curl is zero (coordinate free approach)
multivariable-calculus
vector-analysis
stokes-theorem
divergence-theorem
Why is Green's theorem asymmetric in $x$ and $y$?
calculus
multivariable-calculus
vector-analysis
greens-theorem
Chain rule for Hessian matrix
real-analysis
analysis
multivariable-calculus
vector-analysis
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