Pages that link to "Item:Q1018327"

The following pages link to Embedding of Lipschitz classes into classes of functions of \(\Lambda \)-bounded variation (Q1018327):

Displaying 15 items.

• Embedding of generalized Lipschitz classes into classes of functions with \(\Lambda\)-bounded variation (Q252878) (← links)
• Inclusion of \(\varLambda BV^{(p)}\) spaces in the classes \(H_\omega^q\) (Q488648) (← links)
• Relations between \(\Lambda\)BV and BV\((p(n) \uparrow \infty)\) classes of functions (Q812786) (← links)
• On embeddings of the function classes \(H^{\omega}\) into the function class of generalized bounded variation (Q1410396) (← links)
• Embedding of classes of functions with bounded \(\Phi\)-variation into generalized Lipschitz spaces (Q1677531) (← links)
• Embeddings of the classes \(H^\omega\) (Q1966254) (← links)
• Embedding Schramm spaces into Chanturiya classes (Q2218284) (← links)
• Estimates of \(L_p\) modulus of continuity of generalized bounded variation classes (Q2249964) (← links)
• On functions of bounded \(\Lambda\)-variation and integral smoothness (Q2343356) (← links)
• Embedding of classes of functions with λ_φ-bounded variation into generalized Lipschitz classes (Q3459072) (← links)
• Representability of V[h] as intersection of Λ-bounded variation classes (Q3831225) (← links)
• Embedding $\ell _1$ as Lipschitz functions (Q4671878) (← links)
• Embedding relations of Besov classes under MVBV (Q5088157) (← links)
• Embedding generalized Wiener classes into Lipschitz spaces (Q5223486) (← links)
• On L^pintegrability and convergence of trigonometric series (Q5423604) (← links)