Colombeau Type Algebra of Pseudo Almost Periodic Generalized Functions
Colombeau Type Algebra of Pseudo Almost Periodic Generalized Functions
The aim of this work is to introduce and to study an algebra of pseudo almost periodic generalized functions containing the classical pseudo almost periodic functions as well as pseudo almost periodic distributions.
Keywords:
Pseudo almost periodic functions; Colombeau algebra; Pseudo almost periodic generalized functions,
___
- [1] B. Basit, and H. Gunzler, Generalized vector valued almost periodic and ergodic distributions, J. Math. Anal. Appl. 314 (2006) 363-381.
- [2] H Bohr, Almost periodic functions, Chelsea Publishing Company, (1947).
- [3] C. Bouzar, and M. T. Khalladi, Almost periodic generalized functions, Novi Sad J. Math, Vol. 41, No. 1, (2011) 33-42.
- [4] C. Bouzar and M. T. Khalladi, Asymptotically almost periodic generalized functions, Operator Theory, Advances and Applications, Vol. 231, (2013) 261-272.
- [5] C. Bouzar and M. T. Khalladi and F. Z. Tchouar., Almost automorphic generalized functions. Novi Sad J. Math, Vol. 45, (2015) 207-214.
- [6] J. F. Colombeau, Elementary introduction to new generalized functions, North Holland, (1985).
- [7] L. Schwartz, Theorie des distributions, Hermann, 2ieme Edition, (1966).
- [8] C. Zhang, Pseudo almost periodic functions and their applications, thesis, University of Western Ontario, (1992).
- ISSN: 2717-6355
- Yayın Aralığı: Yılda 2 Sayı
- Başlangıç: 2019
- Yayıncı: İbrahim ÇANAK
Sayıdaki Diğer Makaleler
Colombeau Type Algebra of Pseudo Almost Periodic Generalized Functions
Nouiri BRAHİM, Djerioui KHAYRA
On the Stabilization for a Class of Distributed Bilinear Systems using Bounded Controls
El Hassan ZERRİK, Abderrahman AİT AADİ
Weak Cone-Completeness of Direct Sums in Locally Convex Cones
On the $\lambda _{h}^{\alpha }-$Statistical Convergence of the Functions Defined on the Time Scale