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Falcon
  • Member for 4 years, 6 months
  • Last seen more than a week ago
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I love math as much as the falcon loves to fly.

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question
30
Looking for an interesting result on the Navier-Stokes equations
Apr 4, 2022
question
9
Reference request: Parabolic Equations
Aug 12
question
4
If $\Omega$ is locally Lipschitz, then $\Omega = \bigcup_{k = 1}^N \Omega_k$ for $\Omega_k$ star shaped with respect to an open ball $B_k$
May 27, 2021
question
3
Pull-back a section of a vector bundle
Nov 25, 2020
question
3
Behaviour of the solution of a second order ODE
Jan 26
question
2
Noether's theorem in the critical heat equation
Nov 9, 2022
question
2
Reference request: Parabolic Schauder estimates for the heat equation with $f \in L^\infty$
Jul 29
question
1
A harmonic function $\varphi$ with $D\varphi \in L^q(\mathbb R^n)$ is constant
Nov 29, 2020
question
1
$\Gamma: \mathcal C \to \text{Fun}(\mathcal Z, \mathcal C)$ has a left adjoint iff all $F \in \text{Fun}(\mathcal Z, \mathcal C)$ has a colimit
Jan 21, 2021
question
1
Show that for all $\delta$, we have $\|u\|^2_{\Gamma}\le c_\delta(\|u\|^2_{\omega(\delta)}+\|u\|_{\omega(\delta)}\|\nabla u\|_{\omega(\delta)})$
Apr 12, 2022
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11
Noether's theorem in the critical heat equation
9
Bound a function with parameter involving logarithm
8
Understanding a proof that a bounded sequence in a separable Hilbert space contains a weakly convergent subsequence
7
Pushforward of vector field
7
Prove that $ta+(1-t)b \in I$ for all $t\in[0,1]$ without using the fact that an interval is convex?