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15
106
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Dual Convex Problem for a Problem including Total Variation

Published on
#complex-analysis #convex-analysis #normed-spaces #convex-optimization
741
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Definition of Euclidean norm on dual space

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#functional-analysis #euclidean-geometry #normed-spaces #duality-theorems
192
Views

Can the norm given by $\|x\| = |x_1| + |x_2|$ be induced by an inner product?

Published on
#hilbert-spaces #normed-spaces #inner-products
129
Views

Show that $\|x(t) - x_o\| \to \infty $ if $ \|x(t) \| \to \infty$

Published on
#real-analysis #linear-algebra #limits #normed-spaces
41
Views

which norm of these is greater?

Published on
#inequality #hilbert-spaces #normed-spaces
86
Views

show $ \|\,|A|\,\|_2 \le \sqrt n\|A\|_2 $ for $ m \ge n $

Published on
#linear-algebra #matrices #analysis #numerical-methods #normed-spaces
269
Views

Finding the point closest to the origin using euclidean norm

Published on
#geometry #normed-spaces
90
Views

Factor spaces isometric isomorphism proof

Published on
#functional-analysis #normed-spaces
34
Views

norm of the differences of two definite integrals

Published on
#normed-spaces #integral-inequality
227
Views

Show that $\|\cdot\|_{\sim}$ and $\|\cdot \|_{1,\infty}$ are equivalent.

Published on
#functional-analysis #normed-spaces
663
Views

How to understand the concept of norm equivalence?

Published on
#multivariable-calculus #normed-spaces
358
Views

Range of any bounded linear map $T : X \to Y$ of $X$ into Banach space $Y$ is closed?

Published on
#functional-analysis #banach-spaces #examples-counterexamples #normed-spaces
854
Views

Fourier Transform of Euclidean norm and derivative property of transform

Published on
#normed-spaces #fourier-transform
592
Views

Set of bijective operators open in $L(X,X)$?

Published on
#functional-analysis #vector-spaces #normed-spaces
48
Views

Trouble proving multiplicativity and triangle inequality of a norm.

Published on
#real-analysis #normed-spaces

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