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Let F be a non-trivial non-Archimedian .eld. The se quence spaces ¡(F ) and ¡¤(F ) were de.ned and studied by Soma bsundaram[4], where these spaces denote the spaces of entire and an alytic sequences de.ned over F, respectively. In 1997, these spaces were generalized by Mursaleen and Qamaruddin[1] by considering an arbitrary sequence u =(uk);uk =0( k =1, 2, 3, ). They 6￠￠· characterized some classes of in.nite matrices considering these new classes of sequences. In this paper, we further generalize the above mentioned spaces and de.ne the spaces ¡(u, F, ￠), ¡¤(u, F, ￠);lp(u, F, ￠), and bv(u, F, ￠). We also study some matrix transformations on these new spaces.
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참고문헌 (5)
참고문헌 신청
/ 1970 / Inclusion theorems on matrix transformation of some sequence spaces over non-Archimedian .elds 6 : 935 ~ 960
/ 1974 / Inclusion theorems on matrix transformation of some sequence spaces over non-Archimedian .elds II 5 : 327 ~ 332
/ 1981 / Some topological vector spaces over valued .elds 9 (4) : 461 ~ 467
/ 1995 / Inclusion theorems of some sequence spaces over non-Archimedian .elds 26 (5) : 445 ~ 449
/ 1997 / Some new sequence spaces over non-Archimedian .elds and their matrix transformations 89 : 81 ~ 86
/ 1974 / Inclusion theorems on matrix transformation of some sequence spaces over non-Archimedian .elds II 5 : 327 ~ 332
/ 1981 / Some topological vector spaces over valued .elds 9 (4) : 461 ~ 467
/ 1995 / Inclusion theorems of some sequence spaces over non-Archimedian .elds 26 (5) : 445 ~ 449
/ 1997 / Some new sequence spaces over non-Archimedian .elds and their matrix transformations 89 : 81 ~ 86
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