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Comparing measures in finite dimensional complex vector spaces

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#complex-analysis #measure-theory #lebesgue-measure #differential-forms #haar-measure
1.6k
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Convolution of a function and a measure.

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#integration #measure-theory #convolution #locally-compact-groups #haar-measure
216
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Relationship between the induced measure on an orbit and Hausdorff measure on the orbit

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#measure-theory #geometric-measure-theory #locally-compact-groups #hausdorff-measure #haar-measure
49
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When does $0=\int f(x)\psi(x)\,dx$ for all $f\in L^1(G)$ imply that $\psi=0$

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#measure-theory #lp-spaces #locally-compact-groups #haar-measure
378
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Inverse map preserving positivity with Haar measure?

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#group-theory #locally-compact-groups #haar-measure
441
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Finite measure fundamental domain for a discrete group implies it's a lattice

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#group-theory #group-actions #locally-compact-groups #homogeneous-spaces #haar-measure
103
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Does Haar measure have such property?

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#group-theory #measure-theory #additive-combinatorics #borel-sets #haar-measure
443
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Haar measure of $p$-adic integers with valuation 0 modulo 3

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#number-theory #measure-theory #p-adic-number-theory #haar-measure
161
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Sufficient condition for Radon measure be Haar measure

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#measure-theory #haar-measure
144
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Orthogonal group representation induces an isometry on $L^p$ spaces

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#measure-theory #representation-theory #isometry #orthogonal-matrices #haar-measure
795
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Existence of isometry-invariant measures

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#measure-theory #metric-spaces #topological-groups #haar-measure #borel-measures
1k
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Are the Lie groups $GL_n(\mathbb R)$ and $GL_n(\mathbb C)$ unimodular?

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#measure-theory #lie-groups #linear-groups #haar-measure
324
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How is convolving Haar measure with itself over subsets enough to define subgroups?

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#probability #group-theory #haar-measure
148
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What is $\int x^4 \, d\mu_p$ on the circle $\{ x^2 + y^2 = 1 \}$ respect to Haar measure on $\mathbb{Q}_p$?

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#algebraic-geometry #fourier-analysis #p-adic-number-theory #haar-measure
260
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What is the measure of this set of matrices

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#matrices #functional-analysis #measure-theory #convex-analysis #haar-measure

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