Pages that link to "Item:Q2111250"

The following pages link to Operator-valued \((L^p, L^q)\) Fourier multipliers and stability theory for evolution equations (Q2111250):

Displaying 9 items.

• Operator valued Fourier multipliers and stability of strongly continuous semigroups (Q1774005) (← links)
• Stability theory for semigroups using \((L^{p},L^{q})\) Fourier multipliers (Q1785775) (← links)
• Discussing semigroup bounds with resolvent estimates (Q6123374) (← links)
• Refined decay rates of \(C_0\)-semigroups on Banach spaces (Q6570514) (← links)
• Stability estimates for semigroups in the Banach case (Q6570515) (← links)
• Operator-valued multiplier theorems for causal translation-invariant operators with applications to control theoretic input-output stability (Q6619957) (← links)
• A mixed passivity/small-gain theorem for Sobolev input-output stability (Q6640593) (← links)
• Operator-valued Fourier multipliers on vector-valued Orlicz spaces and their applications (Q6643146) (← links)
• Improved polynomial decay for unbounded semigroups (Q6656721) (← links)