FranckStudiesCommEng

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I'm a student in communication systems engineering.

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10 Questions

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8	Inner product space over $\mathbb{R}$
4	For a reflexive Banach space, we have $\left\Vert x-y\right\Vert =\left\Vert x+F\right\Vert _{E/F}$
2	Weak convergence in Hilbert spaces
2	Norms on inner product space over $\mathbb{R}$
1	Analysis operator $T_\Phi$ is injective and has a closed range

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244 Reputation

+5	Inner product space over $\mathbb{R}$
+2	Fourier transform can be seen as an isometry in $L_2 (\mathbb{R})$
+5	Analysis operator $T_\Phi$ is injective and has a closed range
+5	Reproducing Kernel of subspace of $L^2(0,1)$

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2 Answers

votes activity newest

1	Weak convergence in Hilbert spaces
1	A sequence converges weakly if and only if it converges in the weak-top. space

9 Tags

2 functional-analysis × 10	0 inner-product-space × 2
1 hilbert-spaces × 7	0 normed-spaces × 2
1 general-topology × 2	0 banach-spaces
1 convergence × 2	0 analysis
0 linear-algebra × 3

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