Pages that link to "Item:Q855517"

The following pages link to Homogeneous endpoint Besov space embeddings by Hausdorff capacity and heat equation (Q855517):

Displaying 21 items.

• On fractional capacities relative to bounded open Lipschitz sets (Q309000) (← links)
• \(L^q\)-extensions of \(L^p\)-spaces by fractional diffusion equations (Q484414) (← links)
• Optimal geometric estimates for fractional Sobolev capacities (Q512339) (← links)
• Fractional capacities relative to bounded open Lipschitz sets complemented (Q522250) (← links)
• Carleson measure problems for parabolic Bergman spaces and homogeneous Sobolev spaces (Q988151) (← links)
• Embeddings of function spaces via the Caffarelli-Silvestre extension, capacities and Wolff potentials (Q2074927) (← links)
• Differentiability of logarithmic Besov functions in terms of capacities (Q2097360) (← links)
• Application of capacities to space-time fractional dissipative equations. II: Carleson measure characterization for \(L^q (\mathbb{R}_+^{n+1}, \mu)\)-extension (Q2117403) (← links)
• A note on embedding inequalities for weighted Sobolev and Besov spaces (Q2119705) (← links)
• Fractional non-linear regularity, potential and balayage (Q2146352) (← links)
• Fractional Besov trace/extension-type inequalities via the Caffarelli-Silvestre extension (Q2154725) (← links)
• The logarithmic Sobolev capacity (Q2237387) (← links)
• Mean Hölder-Lipschitz potentials in curved Campanato-Radon spaces and equations \((-\Delta)^{\frac{\alpha}{2}}u=\mu = F_k[u]\) (Q2332922) (← links)
• Regularity and capacity for the fractional dissipative operator (Q2355404) (← links)
• Classes of Carleson-type measures generated by capacities (Q2475966) (← links)
• Fractional Hardy-Sobolev \(L^1\)-embedding per capacity-duality (Q2659729) (← links)
• Dual characterization of fractional capacity via solution of fractional <i>p</i>‐Laplace equation (Q6057374) (← links)
• Application of capacities to space–time fractional dissipative equations I: regularity and the blow-up set (Q6057821) (← links)
• Capacities and embeddings of Besov spaces via general convolution kernels (Q6130361) (← links)
• Strengthened fractional Sobolev type inequalities in Besov spaces (Q6145291) (← links)
• Potential characterizations of fractional polar sets (Q6597308) (← links)