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Finding a bound for the norm of the Frame operator

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#fourier-analysis #hilbert-spaces #normed-spaces #fourier-series
140
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Is there a derivation or geometric intuition for the distance formula?

Published on
#normed-spaces
394
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The second dual space

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#functional-analysis #analysis #normed-spaces #dual-spaces
193
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Fuzzy logic t-norm

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#logic #normed-spaces #fuzzy-logic
1.3k
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Probability distribution of the infinity norm of a Gaussian vector

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#normed-spaces #confidence-interval #gaussian
88
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Double dual space and annihilators

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#functional-analysis #normed-spaces #dual-spaces
33
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What is the norm of the following function?

Published on
#improper-integrals #normed-spaces
136
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existence of normal family of analytic functions

Published on
#complex-analysis #normed-spaces
176
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Frobenius norm product with two inequalities

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#matrices #inequality #normed-spaces #matrix-norms
268
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Bounds on expectation of Gaussian random vectors

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#probability #inequality #normal-distribution #normed-spaces #expected-value
31
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Minimum of inner products in unitary sphere

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#matrices #normed-spaces #inner-products #maxima-minima
267
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Derivative of generalized Taylor expansion of a function between Banach Spaces

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#analysis #taylor-expansion #banach-spaces #normed-spaces
143
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If $(V,\| \cdot\|)$ is a real normed space. How can I proof that if $V$ is not the trivial space then it is not bounded.

Published on
#functional-analysis #metric-spaces #normed-spaces
214
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What does a "norm in the space of continuous functions" look like?

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#linear-algebra #normed-spaces
27
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Countable-dimensional normed spaces

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#functional-analysis #normed-spaces

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