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Mar 11 |
awarded | Good Answer |

Feb 8 |
comment |
Weyl group Invariants
Lepanais: If I recall correctly it is the combination of Chevalley's Theorem and the First Fundamental Theorem of Invariant Theory for the Classical groups. Does that help? |

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Oct 11 |
revised |
Why is the half-torus rigid?
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Oct 11 |
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Why is the half-torus rigid?
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Oct 11 |
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Why is the half-torus rigid?
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Oct 11 |
comment |
Why is the half-torus rigid?
I was mentally imagining switching out $\det{h}$ with $K\det{g}$ whenever it created trouble but that doesn't quite get the job done, does it. Just as an idea, perhaps $h_{12}$ can be assumed zero at a single point via a rigid motion, and then controlled via a Gronwall-type inequality regardless of the elliptic/hyperbolic nature of the system, hence leaving only a linear system in the diagonal variables. |

Oct 11 |
comment |
Why is the half-torus rigid?
Thanks George! So quadruple backslash is the trick. |

Oct 11 |
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Why is the half-torus rigid?
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Oct 11 |
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Why is the half-torus rigid?
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Oct 11 |
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Why is the half-torus rigid?
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Oct 11 |
comment |
Why is the half-torus rigid?
Any tips on how to get the matrix to go over two lines? |