Mathematics
Spencer Kraisler's user avatar
Spencer Kraisler's user avatar
Spencer Kraisler's user avatar
Spencer Kraisler
  • Member for 4 years, 5 months
  • Last seen this week
  • University of Washington, Seattle, WA
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About

PhD student in control theory at University of Washington, Aeronautics and Astronautics. I study applications of Lie groups to control theory.

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All Questions Answers
Score Newest
question
83
What is the intuition behind uniform continuity?
May 27, 2019
answer
16
Solving $\ln(x^2-1)-3=\ln(x+1)$
Jun 8, 2019
answer
9
Is showing that $x_n \rightarrow x_0\Rightarrow f(x_n) \rightarrow f(x_0)$ for a single sequence enough to prove continuity?
May 27, 2019
question
8
Is this very weird function continuous?
Nov 20, 2019
answer
7
What are some conjectures of your own?
Jun 7
question
7
How come the $\epsilon-\delta$ definition of continuity is preferred over the sequential definition of continuity?
Jun 7, 2019
question
5
What is the most "efficient" closed-form expression for approximating a transcendental number?
Dec 20, 2019
answer
4
Identity element or neutral element in a Rubik's Cube
Jun 11, 2019
question
4
Is there a name for this property of functions on groups?
Dec 19, 2021
question
4
What's the best way to numerically solve geodesic equations?
Mar 9
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8
Is it true $\left\|\log(RS)\right\|≤\left\|\log(R)+\log(S)\right\|$ for all $R,S \in \mathrm{SO}(3)$, where $\|\cdot\|$ is the Frobenius norm?
8
Show $\langle \log(R), \log(R^{-1}S) \rangle \geq \langle \log(R), \log(S) - \log(R) \rangle $ for all $R,S \in \mathrm{SO}(3)$

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