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    Title: (3, n)-門檻式視覺機密分享之新設計法
    Other Titles: Novel Design for 3 out of n Visual Secret Sharing Schemes
    Authors: 官振宇;侯永昌;蔡志豐
    Contributors: 資訊管理學系暨研究所
    Keywords: 視覺機密分享;(3, n)-門檻式視覺機密分享;組合數學;Visual secret sharing;(3, n)-threshold visual secret sharing;Combinatorics
    Date: 2014-06
    Issue Date: 2014-10-21 12:06:06 (UTC+8)
    Publisher: 桃園縣:中華企業資源規劃學會
    Abstract: (3, n)-門檻式視覺機密分享是 (k, n)-門檻式視覺機密分享的一種特例,不過在典型的 (3, n)-門檻式視覺機密分享的研究會產生設計複雜、還原影像黑白色差不佳、機密影像只適用於黑白影像、像素擴展等問題。為了解決上述幾個研究限制,本研究提出一個應用組合數學公式求解的非擴展型 (3, n)-門檻式視覺機密分享。相較於其他相關研究,本研究具備下列幾項優點:(1)設計概念十分單純,易於實作。(2)還原影像的黑白色差值優於或等於其他 (3, n)-門檻值機密分享的研究成果。(3)本研究所提出的分享模型適合任何型態的機密影像。(4)分享投影片的大小將與機密影像相同。
    (3, n)-threshold visual secret sharing ((3, n)-VSS) is a special case of (k, n)-threshold visual secret sharing. In previous related (3, n)-VSS researches, it has following drawbacks: complex design method, poor black-white contrast of the restored image, only suitable to binary image, and expanded pixels. In order to solve the above problems, our study proposed a novel approach to design (3, n)-VSS using combinatorics. Compared to other related studies, this study has the following advantages: (1) design concept is simple and easy to implement; (2) the black-white contrast of the restored image is better than other (3, n)-VSS researches; (3) the secret type is more suitable to grayscale and color image; (4) the transparencies (shares) are the same size as the secret image.
    Relation: 電子商務學報 16(2),頁 149-173
    DOI: 10.6188/JEB.2014.16(2).02
    Appears in Collections:[資訊管理學系暨研究所] 期刊論文

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