Pages that link to "Item:Q2388894"

The following pages link to Sharp regularity of the coefficients in the Cauchy problem for a class of evolution equations (Q2388894):

Displaying 13 items.

• Semilinear \(p\)-evolution equations in Sobolev spaces (Q264480) (← links)
• On Schrödinger type evolution equations with non-Lipschitz coefficients (Q415437) (← links)
• Well-posedness of the Cauchy problem for \(p\)-evolution equations (Q454889) (← links)
• Weighted energy estimates for \(p\)-evolution equations in \textit{SG} classes (Q748402) (← links)
• The global Cauchy problem for a vibrating beam equation (Q833293) (← links)
• Loss of regularity for \(p\)-evolution type models (Q936567) (← links)
• The Log-effect for \(p\)-evolution type models (Q945891) (← links)
• Sharp regularity estimates for quasilinear evolution equations (Q2421888) (← links)
• Loss of derivatives in evolution Cauchy problems (Q2465917) (← links)
• Levi condition for hyperbolic equations with oscillating coefficients (Q2488847) (← links)
• Modulus of Continuity and Decay at Infinity in Evolution Equations with Real Characteristics (Q4898779) (← links)
• The Cauchy problem for 𝑝-evolution equations (Q4930023) (← links)
• Optimal derivative loss for abstract wave equations (Q6046103) (← links)