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研究生:江翼廷
研究生(外文):Yi-Ting Jaing
論文名稱:區塊內涵式算術編碼於分集階層樹編碼後之改良
論文名稱(外文):Block Context-based Arithmetic Codes for Improvement of SPIHT Coders
指導教授:楊家輝楊家輝引用關係
指導教授(外文):Jar-Fer Yang
學位類別:碩士
校院名稱:國立成功大學
系所名稱:電機工程學系碩博士班
學門:工程學門
學類:電資工程學類
論文種類:學術論文
論文出版年:2003
畢業學年度:91
語文別:中文
論文頁數:91
中文關鍵詞:內涵式算術編碼零樹編碼小波轉換
外文關鍵詞:context-based arithmetic codeSPIHTwavelet transform
相關次數:
  • 被引用被引用:2
  • 點閱點閱:284
  • 評分評分:
  • 下載下載:19
  • 收藏至我的研究室書目清單書目收藏:1
近來的研究發展顯示基於小波轉換的影像壓縮技術提供了傳統影像壓縮技術所沒有的優點,例如在漸進式傳輸、壓縮比,以及頻寬利用性等均較傳統技術來的佳。由Shapiro所提出的嵌入式零樹編碼法(EZW)以及由Said and Pearlman所提出的分集階層樹編碼法(SPIHT)均展示出以小波轉換為基礎之影像壓縮具競爭力的效能。又最新一代的靜態影像壓縮標準JPEG2000,在其演算法內也有採用小波轉換;然而,JPEG2000的複雜度較上述兩種編碼法來的高。
在本篇論文裡,我們針對無算術編碼之SPIHT提出區塊內涵式算術編碼來增進其編碼效能。我們所提出的方法平均較無算術編碼之SPIHT於PSNR上約增加0.2~0.7dB,並且此方法也可以應用到其他的零樹編碼法。
Recent research advances have shown that wavelet-based image compression techniques offer several advantages over traditional techniques in terms of progressive transmission capability, compression efficiency, and bandwidth utilization. The embedded zero-tree wavelet (EZW) coding technique suggested by Shapiro, and its modification─set partitioning in hierarchical trees (SPIHT), suggested by Said and Pearlman─demonstrate the competitive performance of wavelet based compression schemes. Even the new JPEG2000 image coding standard, employ a wavelet transform in its algorithm. However, the complexity of JPEG2000 standard is higher than the zero-tree coding methods.
In this thesis, we focus on the SPIHT algorithm and proposing a suitable block context-based arithmetic codes for improving the SPIHT coders. The proposed arithmetic codes are shown to yield PSNR improvements averaging 0.2~0.7 dB and are applicable to other zero-tree coding methods
第一章. 序論......................................1
1.1簡介........................................1
1.2論文大綱......................................2
第二章. 零樹編碼與算術編碼......................4
2.1簡介........................................4
2.2小波轉換......................................5
2.2.1 連續函數之小波轉換.......................5
2.2.2 離散小波轉換.............................6
2.2.3 小波係數.................................9
2.3次頻帶係數的關係..............................10
2.4次頻帶係數之顯著性............................12
2.5嵌入式零樹編碼................................14
2.5.1 顯著關之判別............................17
2.5.2 精煉關之判別............................17
2.6分集階層數編碼法..............................19
2.6.1 SPIHT之宗親關係.........................20
2.6.2 SPIHT裡的零樹結構.......................21
2.6.3 SPIHT裡的串列...........................22
2.6.4 SPIHT編碼法說明.........................23
2.6.5 SPIHT演算過程...........................24
2.6.6 討論....................................26
2.7 漸進式傳輸與有興趣區域編碼.................................................27
2.8 算術編碼.....................................30
2.8.1 演算法的介紹...........................31
2.8.2 討論...................................34
第三章. SPIHT之內涵式算術編碼....................35
3.1簡介..........................................35
3.2 算術編碼器的設計.............................38
3.2.1 四素內涵式算術編碼.....................39
3.2.2 增強型內涵式的算術編碼器...............54
3.2.3 初始化機率模型的改進...................66
3.3 總結.........................................71
第四章. 適用於監控系統之視訊壓縮編碼器應用.......73
4.1簡介..........................................73
4.2壓縮核心介紹..................................75
4.2.1 內框影像編碼方法........................75
4.2.2 外框影像編碼方法........................84
4.3討論..........................................87
第五章. 結論與展望...............................88
參考文獻.........................................89
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