Weighted pseudo almost periodic functions and applications

By Toka Diagana. 2006

196 citations recorded by the source corpus.

Subfields: Applied Mathematics, Numerical Analysis

View Paper: https://www.semanticscholar.org/paper/8b83eee3ffa113aa2348eaa167093f01bb610ca1

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Applied Mathematics

1. Khalil Ezzinbi
2. Toka Diagana
3. Philippe Cieutat
4. Joël Blot
5. Li-Li Zhang
6. Hong-Xu Li
7. Mohsen Miraoui
8. Gaston M. N'Guérékata

In Numerical Analysis

1. Khalil Ezzinbi
2. Joël Blot
3. Philippe Cieutat
4. Li-Li Zhang
5. Hong-Xu Li
6. Toka Diagana
7. Mamadou Abdoul Diop
8. Mamadou Moustapha Mbaye

Citations in the corpus

• WEIGHTED PSEUDO-ALMOST PERIODIC SOLUTIONS FOR SOME ABSTRACT DIFFERENTIAL EQUATIONS WITH UNIFORM CONTINUITY (2010, background): “[8] Weighted pseudo-almost periodic solutions 431”
• Stepanov-like pseudo-almost periodicity and its applications to some nonautonomous differential equations (2008, background): “Some contributions upon pseudo-almost periodic solutions to various differential equations have recently been made in [1,2,6–9].”
• Measure theory and pseudo almost automorphic functions: New developments and applications (2012, unknown): “Weighted pseudo-almost automorphic functions are more general than weighted pseudo-almost periodic functions which were introduced in [10, 11].”
• New approach for weighted pseudo-almost periodic functions under the light of measure theory, basic results and applications (2013, methodology): “By using Radon–Nikodym’s theorem, we can prove that the weighted pseudo-almost periodic functions in the sense of [13,14] are exactly the -pseudoalmost periodic functions in the sense of Definition 2.”