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Syarat-syarat fungsi dan barisan di ruang metrik agar ruang metriknya memiliki atsuji completion = some conditions of function and sequence in metric space in order that the metric space has atsuji completion / Azki Nuril Ilmiyah

Azki Nuril Ilmiyah; Nora Hariadi, supervisor; Suarsih Utama, supervisor; Hengki Tasman, examiner; Arie Wibowo, examiner ([Publisher not identified] , 2012)

 Abstrak

[ABSTRAK
Suatu ruang metrik disebut sebagai ruang Atsuji jika untuk setiap fungsi kontinu dan bernilai real di ruang metrik tersebut akan kontinu seragam. Ruang metrik dikatakan memiliki Atsuji completion jika completion dari ruang metrik tersebut adalah ruang Atsuji. Dalam skripsi ini, dipelajari syarat-syarat fungsi dan barisan di ruang metrik agar ruang metrik tersebut memiliki Atsuji completion. Fungsi dan barisan yang ditinjau merupakan fungsi Cauchy-sequentially regular dan barisan yang tidak memiliki subbarisan Cauchy;

ABSTRACT
A metric space is called an Atsuji space if every real-valued continuous function on it is uniformly continuous. Metric space is called to have an Atsuji completion if its completion is Atsuji space. In this skripsi, some conditions of function and sequence in metric space will be studied in order that the metric space has Atsuji completion. The function and sequence that will be considered are Cauchy-sequentially regular function and sequence that has no Cauchy subsequence, A metric space is called an Atsuji space if every real-valued continuous function on it is uniformly continuous. Metric space is called to have an Atsuji completion if its completion is Atsuji space. In this skripsi, some conditions of function and sequence in metric space will be studied in order that the metric space has Atsuji completion. The function and sequence that will be considered are Cauchy-sequentially regular function and sequence that has no Cauchy subsequence]

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 S45680-Syarat-syarat fungsi.pdf :: Unduh

 Metadata

No. Panggil : S45680
Entri utama-Nama orang :
Entri tambahan-Nama orang :
Entri tambahan-Nama badan :
Penerbitan : [Place of publication not identified]: [Publisher not identified], 2012
Program Studi :
Bahasa : ind
Sumber Pengatalogan : LibUI ind rda
Tipe Konten : text
Tipe Media : unmediated ; computer
Tipe Carrier : volume ; online resource
Deskripsi Fisik : xi, 32 pages ; illustration ; 30 cm
Naskah Ringkas :
Lembaga Pemilik : Universitas Indonesia
Lokasi : Perpustakaan UI, Lantai 3
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No. Panggil No. Barkod Ketersediaan
S45680 TERSEDIA
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