On the generalizations and properties of solid sequence spaces derived from cesaro type matrices
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Özet (EN)
In this thesis, a research on some remarkable pullback solid sequence spaces, denoted by sld-A^(-1) (E), derived from infinite matrices is given. Let E be a set of complex or real sequences and A an infinite matrix with non-negative entries. By definition, x∈A^(-1) (E) if and only if the sequence x falls in the domain of A and Ax∈ E. Similarly, we define , x∈sld-A^(-1) (E) if and only if the sequence |x| falls in the domain of A and A|x|∈ E. Thus, if E=l_p (1
Yazar
Ahmed Abbas Jebur Al-furaıjı
Bu Yayına Nasıl Atıf Yapılır
Ahmed Abbas Jebur Al-furaıjı (Master Thesis). On the generalizations and properties of solid sequence spaces derived from cesaro type matrices, 2021, Çankırı Karatekin Üniversitesi.
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