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Image of Terapan grup matriks atas ring komutatif pada protokol perjanjian kunci
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Terapan grup matriks atas ring komutatif pada protokol perjanjian kunci

Khurul Wardati - Personal Name; Zaki Riyanto - Personal Name;

Aljabar abstrak merupakan salah satu konsep dalam matematika yang mempelajari struktur aljabar, seperti grup dan ring. Perkembangan teknologi informasi dewasa ini, memperlihatkan adanya penerapan aljabar abstrak.

Daftar isi:
BAB 1 Pendahuluan
BAB 2 Pembentukan grup matriks atas lapangan hingga
BAB 3 Grup matriks atas ring komulatif berhingga
BAB 4 Protokol perjanjian kunci berdasarkan masalah konjugasi grup matriks
BAB 5 Aplikasi protokol perjanjian kunci
BAB 6 Penutup
Daftar pustaka


Availability
#
Perpustakaan Poltek SSN (Rak 500) 512.9 KHU t
b0002877
Available
#
Perpustakaan STSN 512.9 KHU t
b0003563
Available
#
Perpustakaan Poltek SSN 512.9 KHU t
b0003564
Available
#
Perpustakaan Poltek SSN 512.9 KHU t
b0003565
Available
Detail Information
Series Title
--
Call Number
512.9 KHU t
Publisher
Yogyakarta : Matematika., 2019
Collation
xii, 144 hlm.; ilus.; 24 cm
Language
Indonesia
ISBN/ISSN
9786025966088
Classification
512.9
Content Type
-
Media Type
-
Carrier Type
-
Edition
-
Subject(s)
Aljabar abstrak
Specific Detail Info
--
Statement of Responsibility
Khurul Wardati dan Zaki Riyanto
Other Information
Link
-
Daftar Isi
-
Other version/related

No other version available

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