Pages that link to "Item:Q3724951"
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The following pages link to An Orthonormal Basis for C[ 0, 1 ] That is not an Unconditional Basis for L p [ 0, 1 ], 1 < p � 2 (Q3724951):
Displaying 7 items.
- Basis properties of the Olevskij system (Q1337885) (← links)
- Simple proofs of Olevskij type theorems (Q1358483) (← links)
- L'espace usuel C ne possède aucun R.U.C-système orthonormé. (The usual space C doesn't have an orthonormal R.U.C-system) (Q1822723) (← links)
- RUC bases and the Olevskij system (Q1889635) (← links)
- \(\{e^{\pm i(n- 1/4)t} \}_{n\in \mathbb{N}}\) is not a basis of \(L^ 2[- \pi,\pi]\) (Q1900346) (← links)
- An example of an almost greedy uniformly bounded orthonormal basis for \(L_p(0,1)\) (Q2481484) (← links)
- L'espace H1 n'a pas de base complètement inconditionnelle (Q4522156) (← links)
