{
      "department": "FAKULTAS SAINS DAN TEKNOLOGI",
      "subjects": [
        "Matematika"
      ],
      "eprintid": 77641,
      "thesis_type": "skripsi",
      "date": "2026-06-03",
      "userid": 12241,
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            "eprintid": 77641,
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                  "filename": "22106010024_BAB-I_IV-atau-V_DAFTAR-PUSTAKA.pdf"
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            "content": "published",
            "rev_number": 3,
            "uri": "http:\/\/digilib.uin-suka.ac.id\/id\/document\/1068133",
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            "docid": 1068133,
            "format": "text",
            "security": "public",
            "pos": 1,
            "formatdesc": "SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL"
          },
          {
            "language": "id",
            "placement": 2,
            "eprintid": 77641,
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                  "filename": "22106010024_BAB-II_sampai_SEBELUM-BAB-TERAKHIR.pdf"
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            ],
            "content": "published",
            "rev_number": 3,
            "uri": "http:\/\/digilib.uin-suka.ac.id\/id\/document\/1068134",
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            "formatdesc": "SISTEM KRIPTOGRAFI KUNCI PUBLIK RING LEARNING WITH ERRORS (RLWE) ATAS RING POLINOMIAL"
          }
      ],
      "rev_number": 10,
      "creators": [
        {
          "name": {
            "lineage": null,
            "given": "NIM.: 22106010024",
            "honourific": null,
            "family": "Ririn Ria Aryani"
          }
        }
      ],
      "dir": "disk0\/00\/07\/76\/41",
      "keywords": "Kriptografi Berbasis Latis, Kriptografi Kunci Publik, RLWE (Ring\r\nLearning with Errors ), Ring Polinomial, SageMath.",
      "lastmod": "2026-07-24 08:06:39",
      "ispublished": "pub",
      "metadata_visibility": "show",
      "date_type": "published",
      "eprint_status": "archive",
      "status_changed": "2026-07-24 08:06:39",
      "datestamp": "2026-07-24 08:06:39",
      "uri": "http:\/\/digilib.uin-suka.ac.id\/id\/eprint\/77641",
      "thesis_name": "other",
      "note": "M. Zaki Riyanto, S.Si., M.Sc.",
      "full_text_status": "restricted",
      "contact_email": "sophanshofwan@gmail.com",
      "divisions": [
        "jur_mat"
      ],
      "abstract": "Ring Learning with Errors (RLWE) diperkenalkan oleh Lyubashevsky, Peikert, dan\r\nRegev pada 2010 lalu. Dalam perkembangannya, RLWE jadi salah satu kandidat\r\nkuat standardisasi kriptografi pasca-kuantum berbasis latis atau kisi (lattice-based).\r\nHadirnya RLWE didasari oleh kemunculan komputasi kuantum, seperti algoritma\r\nShor yang mampu memfaktorkan bilangan besar secara cepat, sehingga keamanan\r\npada sistem kriptografi kunci publik klasik seperti RSA dan ECC juga mulai terancam.\r\nPenelitian ini difokuskan pada mekanisme kerja sistem kriptografi kunci\r\npublik RLWE dalam ring Rq = Zq[x]\/⟨xn +1⟩, dengan q berupa modulus bilangan\r\nprima dan n = 2k, dengan k ∈ Z. Mekanisme ini meliputi proses pembangkitan\r\nkunci, enkripsi, dan dekripsi pesan. Selain dikaji secara manual, pada implementasi\r\nskema tersebut pula dikaji secara komputasi menggunakan perangkat lunak Sage-\r\nMath.\r\nKata kunci: Kriptografi Berbasis Latis, Kriptografi Kunci Publik, RLWE (Ring\r\nLearning with Errors ), Ring Polinomial, SageMath",
      "type": "thesis",
      "title": "SISTEM KRIPTOGRAFI KUNCI PUBLIK\r\nRING LEARNING WITH ERRORS (RLWE)\r\nATAS RING POLINOMIAL",
      "institution": "UIN SUNAN KALIJAGA YOGYAKARTA",
      "pages": 134
    }