A New Outlook for Almost Convergent Sequence Spaces | Zendy

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A New Outlook for Almost Convergent Sequence Spaces

Author(s) -

Murat Candan

Publication year - 2018

Publication title -

cumhuriyet science journal

Language(s) - Turkish

Resource type - Journals

eISSN - 2587-246X

pISSN - 2587-2680

DOI - 10.17776/csj.383311

Subject(s) - sequence (biology) , mathematics , banach space , sequence space , interpolation space , matrix (chemical analysis) , lorentz transformation , limit of a sequence , space (punctuation) , pure mathematics , domain (mathematical analysis) , lorentz space , combinatorics , functional analysis , mathematical analysis , computer science , physics , limit (mathematics) , biochemistry , chemistry , genetics , materials science , classical mechanics , gene , composite material , biology , operating system

Banach limiti (Acta. Math. 80. 1948, 167-190) kavramini kullanarak G.G. Lorentz hemen hemen yakinsak dizilerin uzayini tanimladi. Bu calismada one cikan nokta , ve uzaylarinin Candan [2] tarafindan tanimlanan matris etki alaninda olan , ve uzaylarini tanimlamaktir. Burada ikili dizisel band matrisi de genellestirilmis agirlikli ortalamayi gostermektedir. Calismada oncelikle , ve uzaylarinin sirasi ile , ve uzaylarina lineer izomorf olduklari gosterildikten sonra ve uzaylarinin sirasi ile ve dualleri elde edilmistir. Son bolumde de verilen herhangi bir dizi uzayi olmak uzere ve matris siniflarinin karekterizasyonu verilmistir.

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