Pages that link to "Item:Q943691"
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The following pages link to Massera-type theorem for the existence of \(C^{(n)}\)-almost-periodic solutions for partial functional differential equations with infinite delay (Q943691):
Displaying 11 items.
- \(C^{(n)}\)-almost periodic and \(C^{(n)}\)-almost automorphic solutions for a class of partial functional differential equations with finite delay (Q608365) (← links)
- Variation of constants formula and almost periodic solutions for some partial functional differential equations with infinite delay (Q820052) (← links)
- Generalized 1D Jörgens theorem (Q847336) (← links)
- A Massera-type criterion for almost periodic solutions of higher-order delay or advance abstract functional differential equations (Q1773458) (← links)
- \(C^n\)-almost periodic functions and an application to a Lasota-Wazewska model on time scales (Q2336338) (← links)
- Almost automorphic solutions for partial functional differential equations with infinite delay (Q2460058) (← links)
- Massera problem for some nonautonomous functional differential equations of neutral type with finite delay (Q2678343) (← links)
- Almost periodic solutions of sublinear heat equations (Q4590980) (← links)
- Bohr-Neugebauer property for almost automorphic partial functional differential equations (Q4628949) (← links)
- Massera’s theorem in quantum calculus (Q4683521) (← links)
- Eberlein-weakly almost periodic solutions for some partial functional differential equation with infinite delay (Q6124605) (← links)
