Skip to main content Skip to main navigation menu Skip to site footer
Articles
DOI: 10.29303/emj.v2i2.18
Submitted: 2018-12-04
Published: 2018-12-28

Penerapan aritmatika modulo untuk menguji validitas dan mengembangkan nomor ISBN (International Standard Book Number)

Unram
##plugins.generic.jatsParser.article.authorBio##
×

Lukman Ibrahim

Mahasiswa program studi matematika angkatan 2014-2018
Program Studi Matematika, Universitas Mataram
Program Studi Matematika, Universitas Mataram
ISBN-10 ISBN-13 ISBN-n Modulo Validation

Abstract

International Standard Book Number or ISBN is a code that contains information about the title, the publisher, the different types of materials for making the book, and publisher group from a book. The ISBN code of a book along with its development need to be checked for validity, because the more books are published, the more chance the book will be copied so that it has a double ISBN number. This research show that the use of modulo arithmetic in arranging ISBN for a book, especially ISBN-10 and ISBN-13. In this research too discussed about validation ISBN-10 and ISBN-13 using modulo arithmetic and expanded by developing an ISBN-n, for a natural number n greater than 10. Validation will be carried out in two stages, namely manually using modulo arithmetic calculation and then computing, by compiling java-based application to validate an ISBN. The development of ISBN-n for n ∊ ℕ and n ≥ 11 use the advantages of ISBN-10 and ISBN-13 and (Memorandum of Understanding/MoU) ISBN agency. Case studies in the Department of Library and Archives of West Nusa Tenggara Province on the ISBN validity of additional collection books for the 2015-2016 period showed that the ISBN validity of these books is 96%.

References

  1. Christianto, Jovian. 2016. Aritmatika Modulo pada Validasi Nomor ISBN (http://informatika.stei.itb.ac.id), diunduh Jam 09.42 WITA, tanggal 25/11/2017.
  2. Fakhri. 2011. ISBN – 10 dan ISBN – 13 (http://informatika.stei.itb.ac.id), diunduh Jam 12.17 WITA, tanggal 28/11/2017.
  3. Irawan, Edi Bambang. 2011. Modul Bilangan (http://repository.ut.ac.id), diunduh Jam 20.48 WITA, tanggal 02/08/2018.
  4. Jiwandono, Adityo. 2009. Penerapan Teori Bilangan Bulat untuk Pemeriksaan Keabsahan Nomor IMEI (http://informatika.stei.itb.ac.id), diunduh Jam 09.58 WITA, tanggal 25/11/2017.
  5. Matlab. 2005. Matlab (The Language of Technical Computing). MathWorks.
  6. Munir, Rinaldi. 2004. Teori Bilangan (Number Theory) (http://informatika.stei.itb.ac.id), diunduh Jam 12.25 WITA, tanggal 28/11/2017.
  7. Munir, Rinaldi. 2014. Matematika Diskrit Revisi Kelima. Informatika: Bandung.
  8. Musthofa. 2011. Teori Bilangan (http://staff.uny.ac.id), diunduh Jam 12.25 WITA, tanggal 28/11/2017.
  9. Prihandoko, Cahya Antonius. 2009. Teori Bilangan (Kajian Tentang Aritmatika, Sistem, dan Representasi Bilangan). Jember: Universitas Jember.
  10. Pulungan, Haekal Izmanda. 2010. Penggunaan Aritmatika Modulo pada ISBN dan CAS Registry Number (http://informatika.stei.itb.ac.id), diunduh Jam 09.53 WITA, tanggal 25/11/2017.
  11. Putra, Wicaksono. 2012. Analisis Statistika (http://analisisstatistika.com), diunduh Jam 22.48 WITA, tanggal 16/07/2018.
  12. Rani, Septia. 2013. Modul Pelatihan Pemrograman Matlab (https://lightnearby.files.wordpress.com), diunduh Jam 05.19 WITA, tanggal 05/12/2016.
  13. Salamadian. 2017. 10 Teknik Pengambilan Sampel dan Penjelasannya (https://salamadian.com), diunduh Jam 22.45 WITA, tanggal 16/07/2018.
  14. Subarinah, Sri. 2004. Diktat Kuliah Teori Bilangan. Mataram: Universitas Mataram.
  15. Sukardi. 2003. Metodologi Penelitian Pendidikan. Jakarta: Bumi Aksara.
  16. Ulfah, Nur Latifah. 2016. Aplikasi Teori Bilangan pada Angka Standar Buku Internasional (https://anzdoc.com), diunduh Jam 09.56 WITA, tanggal 25/11/2017.

How to Cite

Ibrahim, L., Bahri, S., & -, I. (2018). Penerapan aritmatika modulo untuk menguji validitas dan mengembangkan nomor ISBN (International Standard Book Number). EIGEN MATHEMATICS JOURNAL, 2(2), 1–6. https://doi.org/10.29303/emj.v2i2.18