淡江大學機構典藏:Item 987654321/94388
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    Please use this identifier to cite or link to this item: https://tkuir.lib.tku.edu.tw/dspace/handle/987654321/94388


    Title: 具音訊秘密分享功能之Android系統設計
    Other Titles: Android system development on secret audio sharing scheme
    Authors: 黃建螢;Huang, Jian-Ying
    Contributors: 淡江大學資訊工程學系資訊網路與通訊碩士班
    陳建彰
    Keywords: Android系統設計;中國餘式定理;音訊秘密分享;Android system development;Chinese Remainder Theorem;secret audio sharing
    Date: 2013
    Issue Date: 2014-01-23 14:32:46 (UTC+8)
    Abstract: 音訊秘密分享以數學計算的方式進行機密音訊的分享與還原，故而能提供良好的還原品質，甚至以無失真還原的方式出現。音訊秘密分享技術具有(t,n)門檻值(t<=n 且 2<=n)的特性。分享時將機密音訊分享成n把金鑰及與金鑰相對應的分享音訊，n為分享者的數目，且每位分享者僅握有一把金鑰及一份分享音訊，還原時只要取得t把金鑰及與金鑰相對應的分享音訊，經過還原計算後，即可獲得原機密音訊。如此，我們便無須擔心部份金鑰及分享音訊遺失會造成機密音訊無法復原，或是因複製多份機密音訊而降低安全性的問題。本論文採用極具效益的中國餘式定理為分享技術，在Android平台實際開發以達到高效率的音訊秘密分享系統。
    This study presents an (s, t, n) progressive method for sharing an audio. In an (s, t, n) progressive audio sharing scheme, n shared audios are generated from the secret audio, gathering s shared audios acquires coarse resolution of secret audio, and using t shared audios can reconstruct the original secret audio losslessly. The Chinese Remainder Theorem is adopted in the proposed scheme to share coefficients acquired from 1-D integer wavelet transform with different thresholds. First, the maximum wavelet level number needed in 1-D integer wavelet transform is determined from thresholds s and t. Then, the proposed scheme applies the secret audio to 1-D integer wavelet transform for acquiring coefficients under different levels. At last, all wavelet coefficients are partitioned to (t-s+1) groups and share each group with different thresholds under inverse wavelet transform. Experimental results demonstrate that the proposed scheme can share secret audios efficiently and progressively.
    Appears in Collections:[Graduate Institute & Department of Computer Science and Information Engineering] Thesis

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