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primary topic: SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL

SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL
type: Thesis
type: Article
abstract: Ring Learning with Errors (RLWE) diperkenalkan oleh Lyubashevsky, Peikert, dan Regev pada 2010 lalu. Dalam perkembangannya, RLWE jadi salah satu kandidat kuat standardisasi kriptografi pasca-kuantum berbasis latis atau kisi (lattice-based). Hadirnya RLWE didasari oleh kemunculan komputasi kuantum, seperti algoritma Shor yang mampu memfaktorkan bilangan besar secara cepat, sehingga keamanan pada sistem kriptografi kunci publik klasik seperti RSA dan ECC juga mulai terancam. Penelitian ini difokuskan pada mekanisme kerja sistem kriptografi kunci publik RLWE dalam ring Rq = Zq[x]/⟨xn +1⟩, dengan q berupa modulus bilangan prima dan n = 2k, dengan k ∈ Z. Mekanisme ini meliputi proses pembangkitan kunci, enkripsi, dan dekripsi pesan. Selain dikaji secara manual, pada implementasi skema tersebut pula dikaji secara komputasi menggunakan perangkat lunak Sage- Math. Kata kunci: Kriptografi Berbasis Latis, Kriptografi Kunci Publik, RLWE (Ring Learning with Errors ), Ring Polinomial, SageMath
date: 2026-06-03
status: published
author list: authors
type: EPrint
type: ThesisEPrint
is part of: repository
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subject: Matematika

SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Text)
type: Document
has file: 22106010024_BAB-I_IV-atau-V_DAFTAR-PUSTAKA.pdf
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Text)
type: Document

UIN SUNAN KALIJAGA YOGYAKARTA
type: Organization

FAKULTAS SAINS DAN TEKNOLOGI, UIN SUNAN KALIJAGA YOGYAKARTA
type: Organization

NIM.: 22106010024 Ririn Ria Aryani
type: Person
given name: NIM.: 22106010024
family name: Ririn Ria Aryani

SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL (Other)
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primary topic: SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL

Matematika
type: Concept