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15
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Rational homotopy type of a Lie group

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#proof-verification #lie-groups #graded-algebras #rational-homotopy-theory
72
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Very basic question regarding the definition of Lie groups

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#abstract-algebra #definition #lie-groups #lie-algebras
227
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$E_6$ and the lines on a cubic surface

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#algebraic-geometry #reference-request #lie-groups #lie-algebras
208
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Prove that any central function of $\mathrm{SU}_{2}$ is uniquely determined by its restriction to the following subgroup.

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#representation-theory #lie-groups #physics #topological-groups #locally-compact-groups
149
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One-parameter group of Lie groups

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#lie-groups #lie-algebras
166
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Question 4, chapter III, section 7 in Vinberg "Linear representations of groups. "

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#representation-theory #lie-groups #lie-algebras #physics #topological-groups
127
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Smooth point of the quotient space obtained by Lie group action

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#differential-geometry #lie-groups #group-actions
1.1k
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why any matrix of $SU(2)$ is diagonalizable?

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#linear-algebra #matrices #representation-theory #lie-groups #diagonalization
200
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Action of a quotient of a compact Lie Group on M

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#lie-groups
35
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How to express a function's invariant transformations in terms of classical and exceptional groups?

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#lie-groups #symmetry
200
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Did Lie Theory manage to unify ordinary differential equations

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#ordinary-differential-equations #lie-groups #lie-algebras #unification
115
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Is there a notion of an ``average'' of a set of linear operators?

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#linear-algebra #matrices #definition #lie-groups
50
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Proving that Lie$([G,G])$ = $[\mathfrak{g},\mathfrak{g}]$

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#differential-geometry #lie-groups #lie-algebras #vector-fields
103
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Physics notation of infinitesimal Lie group

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#lie-groups #lie-algebras
409
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What is the topology on a Lie algebra $\mathfrak{g}$?

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#real-analysis #multivariable-calculus #lie-groups #lie-algebras

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