Added some images, and a section regarding jpeg-coded pictures.
authorviric@llimona
Mon, 03 Dec 2007 11:52:44 +0100
changeset 228 9013bb932186
parent 227 f2a4f54d3fc8
child 229 c3814dedd423
Added some images, and a section regarding jpeg-coded pictures.
doc/images/base8x8-2-8x8.png
doc/images/base8x8-8x8.pgm
doc/images/base8x8-8x8.png
doc/images/base8x8.pgm
doc/images/lenag-40-highfreq.png
doc/images/lenag-40-lowfreq.png
doc/images/logo-copa-mon-3orourke-7s-lum.png
doc/images/logo-copa-mon-jpg.png
doc/images/logo-copa-mon.jpg
doc/images/stimpy-3orourke-5steps.png
doc/images/stimpy-jpg.png
doc/images/stimpy.jpg
doc/jpeg-coeficients.eps
doc/jpeg-coeficients.svg
doc/memoria.tex
Binary file doc/images/base8x8-2-8x8.png has changed
Binary file doc/images/base8x8-8x8.pgm has changed
Binary file doc/images/base8x8-8x8.png has changed
Binary file doc/images/base8x8.pgm has changed
Binary file doc/images/lenag-40-highfreq.png has changed
Binary file doc/images/lenag-40-lowfreq.png has changed
Binary file doc/images/logo-copa-mon-3orourke-7s-lum.png has changed
Binary file doc/images/logo-copa-mon-jpg.png has changed
Binary file doc/images/logo-copa-mon.jpg has changed
Binary file doc/images/stimpy-3orourke-5steps.png has changed
Binary file doc/images/stimpy-jpg.png has changed
Binary file doc/images/stimpy.jpg has changed
--- a/doc/jpeg-coeficients.eps	Mon Dec 03 10:16:26 2007 +0100
+++ b/doc/jpeg-coeficients.eps	Mon Dec 03 11:52:44 2007 +0100
@@ -1,4788 +1,22785 @@
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--- a/doc/jpeg-coeficients.svg	Mon Dec 03 10:16:26 2007 +0100
+++ b/doc/jpeg-coeficients.svg	Mon Dec 03 11:52:44 2007 +0100
@@ -7,16 +7,17 @@
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+   inkscape:version="0.45.1"
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    height="297mm"
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-   version="1.0">
+   version="1.0"
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@@ -58,11 +59,12 @@
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+     x="11.418441"
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 </svg>
--- a/doc/memoria.tex	Mon Dec 03 10:16:26 2007 +0100
+++ b/doc/memoria.tex	Mon Dec 03 11:52:44 2007 +0100
@@ -1,4 +1,4 @@
-\documentclass[catalan,a4paper,titlepage,12pt]{report}
+\documentclass[catalan,a4paper,titlepage,12pt]{book}
 \usepackage{graphicx}
 \usepackage{ucs}
 \usepackage[utf8x]{inputenc}
@@ -52,7 +52,7 @@
 % TODO: Remove subsections
 % TODO: Add Bibliography
 
-\chapter{Planetjament del problema}
+\chapter{Plantejament del problema}
 
 \section{La codificació JPEG}
 
@@ -112,7 +112,7 @@
 
 \section{Popularitat}
 
-\marginpar{Cal fer que es vegi més això de la Popularitat}
+\revisar{Cal fer que es vegi més això de la Popularitat}
 Des de l'establiment de l'estàndard JPEG com a norma ISO (10918-1) el 1994, i de
 la donació al domini públic de la implementació coneguda amb el nom de
 \texttt{libjpeg} \cite{libjpeg}, en versió 5 el mateix any, aquesta codificació
@@ -326,12 +326,13 @@
 l'estàndard (\cite{jpegspec}). Podem veure un exemple de quantitzadors
 a la Taula \ref{tab:example-qtable}.
 
-\figuraw{10cm}{jpeg-coeficients.pdf}{
+\figuraw{13cm}{jpeg-coeficients.pdf}{
 \label{fig:jpeg-coeficients} A l'esquerra, funció base de cada
-coeficient de la DCT 2D. A la dreta, la serialització dels coeficients en Zig
+coeficient de la DCT 2D. Al mig, contribució parcial dels coeficients de la DCT;
+cada bloc s'ha reconstruit considerant nuls els coeficients de més altes
+freqüències. A la dreta, la serialització dels coeficients en Zig
 Zag (\cite{jpegspec}, 4.3). Imatges obtingudes de la wikipedia \cite{wiki:jpeg}}
 
-
 % Taula de quantització
 \begin{table}[!htp]
 \centering
@@ -487,7 +488,7 @@
 qualitat, el pendent d'intensitat abans del canvi de bloc serà diferent al que
 hi ha entre blocs. Aquestes diferències es sumen, tant les mesurades en
 horitzontal com en vertical i en diagonal, per a donar un únic valor NR.
-\item \index{GBIM}\emph{GBIM -- Generalized Block-edge Impariment Metric}:
+\item \index{GBIM}\emph{GBIM -- Generalized Block-edge Impairment Metric}:
 a \cite{gbim1997} proposen mesurar les diferències d'intensitat dels
 punts que estan al límit dels blocs consecutius, i comparar-los amb les
 diferències d'intensitat de punts que no estan a límits de blocs. Comparteix
@@ -509,6 +510,12 @@
 llavors en la majoria dels casos $1 < S < 10$.
 \end{itemize}
 
+El programari vinculat a aquest informe, tot i que ofereix mesures matemàtiques,
+fonamentalment serveix per a permetre comparar imatges a ull nu. Tenim diferents
+mesures per evaluar les restauracions d'imatges JPEG, i per tant ens
+interessa proveïr a l'usuari d'un entorn on ell pugui evaluar les imatges segons
+el seu criteri, que segurament serà el més adequat a les seves circumstàncies.
+
 \chapter{Tècniques}
 
 \label{sec:tecniques}
@@ -544,6 +551,22 @@
 JPEG ja que desconeixen les taules de quantització. \revisar{Citar-ne alguns,
 perquè fan falta.}
 
+\begin{figure}[!htp]
+\centering
+\begin{tabular}{ccc}
+\includegraphics[width=4cm]{images/lena-40-jpg.png} &
+\includegraphics[width=4cm]{images/lenag-40-lowfreq.png} &
+\includegraphics[width=4cm]{images/lenag-40-highfreq.png} \\
+a) & b) & c)
+\end{tabular}
+\caption{\label{fig:qcs-margins}\subcite{a}Imatge Lena
+codificada a qualitat 40 amb
+la \texttt{libqjpeg}, \subcite{b}Descodificació segons els valors absoluts més
+baixos dins dels intervals de quantització, \subcite{c}Descodificació segons els
+valors absoluts més alts.
+}
+\end{figure}
+
 Alguns mètodes de descodificació basen la seva estimació d'imatge en
 filtres espacials, a vegades fins i tot en
 processos iteratius. Per assegurar-se que la seva imatge no divergeix de la
@@ -927,7 +950,7 @@
 (on l'anomenen \emph{fancy upsampler}), interpola
 linealment els punts del pla final a partir de la versió delmada
 descodificada, tot i que
-només funciona pels delmats 4:2:2 i 4:2:0. \marginpar{Cal citar on explico la
+només funciona pels delmats 4:2:2 i 4:2:0. \revisar{Cal citar on explico la
 notació 4:x:y?}. En el cas de 4:2:2, interpola cada punt final amb els dos punts
 més propers del pla delmat.  Hem de recordar que segons l'especificació JFIF
 \cite{jfif}, els plans
@@ -969,7 +992,7 @@
 Tot i que fins ara hem parlat del cas general de que les imatges JPEG tenen
 unes mides múltiples de la mida de bloc (8 pícsels), en realitat aquesta
 condició no s'exigeix a les imatges a codificar. La mida original de la imatge
-està escrita al contenidor del JPEG, i l'escalador del descodificador és
+ESTà escrita al contenidor del JPEG, i l'escalador del descodificador és
 l'encarregat de retallar
 els últims blocs en horitzontal i vertical per a aconseguir la imatge final de
 la mida que toca. Així, si una imatge medeix 124 pícsels d'amplada,
@@ -1009,7 +1032,8 @@
 
 \begin{table}[!htp]
 \centering
-\begin{tabular}{ll}
+\begin{tabular}{|ll|}
+\hline
 IDCTFloat & Descodificació convencional per a un pla \\
 IDCTFExp & Coeficients com v.a. exponencials, de \cite{trianta2003} \\
 Froment & \cite{froment2005} \\
@@ -1026,8 +1050,10 @@
 IntScaler &  Escalador que duplica els punts delmats \\
 FancyScaler &  Escalador interpolador lineal \\
 LumScaler & \cite{sugita2006}, Annexe \ref{sec:colorponderat} \\
+\hline
 \end{tabular}
-\caption{\label{tab:algnames}}
+\caption{\label{tab:algnames}Noms curts dels mètodes
+implementats al programa amb l'algorisme corresponent.}
 \end{table}
 
 En aquest anàlisi no ens hem basat gaire amb mesures matemàtiques, ja que
@@ -1036,9 +1062,9 @@
 paràmetres manualment. L'usuari dels algorismes, en aquest cas, provarà
 d'aplicar diversos mètodes i a anar variant els paràmetres, fins a obtenir
 una imatge que el contenti pel seu objectiu.
-Als articles que ofereixen mesures objectives dels
+Els articles ofereixen mesures objectives dels
 resultats de diversos algorismes, i no sempre hi ha una correspondència clara
-entre aquestes mesuers i l'opinió d'individuals. A l'avaluació hi
+entre aquestes mesures i l'opinió d'individuals. A l'avaluació hi
 prenen part almenys: el contingut de la imatge (persones, dibuixos,
 paisatges), la
 resolució (de quina distància es miraran els punts de la imatge), i
@@ -1055,13 +1081,15 @@
 Aquest tipus d'imatges (qualitat$<40$ a \texttt{libjpeg})
 es caracteritzen per efectes de bloc molt importants
 i poc detall de textures.
-Partint d'una descodificació convencional, els algorismes iteratius no-adaptatius de Froment, O'Rourke,
-i Robertson són els que produeixen millors resultats.
+Partint d'una descodificació convencional, els algorismes iteratius
+no-adaptatius de \emph{Froment}, \emph{O'Rourke},
+i \emph{Robertson} són els que produeixen millors resultats.
 El de Trianta, com que funciona de manera
 adaptativa segons informació espacial, no distingeix bé els blocs de
-cantondes reals de la imatge. Els de Nosratinia i HP suavitzen excesivament la
+cantondes reals de la imatge. Els de \emph{Nosratinia} i
+\emph{HP} suavitzen excesivament la
 imatge, comparat amb els tres primers que hem mencionat. Podeu veure un exemple
-de baixa qualitat a la Figura \ref{fig:lena40g}
+de baixa qualitat a la Figura \ref{fig:lena40g}.
 
 \begin{figure}[!htp]
 \centering
@@ -1078,18 +1106,18 @@
 \subcite{a}original,
 \subcite{b}JPEG qualitat 40 - PSNR 44,09 dB,
 \subcite{c}descodificació amb
-Froment \cite{froment2005} (pesos de Froment, 8 iteracions,
+\emph{Froment} \cite{froment2005} (pesos de Froment, 8 iteracions,
 mida inicial de pas 1) i posterior esmolat amb GIMP
 (Filtre ``afila'', amb afilament 30) - PSNR 44,99 dB, i
 \subcite{d}versió JPEG2000 (amb \texttt{jasper} versió 1.701.0) amb la mateixa
 relació de compressió que la JPEG - PSNR 68,89 dB.}
 \end{figure}
 
-L'algorisme de Trianta, però, si l'encadanem després d'algun dels altres
+L'algorisme de \emph{Trianta}, però, si l'encadanem després d'algun dels altres
 algorismes que suavitzen la imatge, permet recuperar bé moltes cantonades
 accentuant-les. Cal mencionar que aquest algorisme no manté els coeficients dins
 l'espai de quantització, i per això després d'aplicar-lo, recomanem una
-projecció sobre el QCS. Podeu veure un exemple de compressió a molt baixa
+\emph{projecció sobre el QCS}. Podeu veure un exemple de compressió a molt baixa
 qualitat a la Figura \ref{fig:lena10g}.
 
 \begin{figure}[!htp]
@@ -1107,17 +1135,20 @@
 \subcite{a}original,
 \subcite{b}JPEG qualitat 10 - PSNR 26,04 dB,
 \subcite{c}descodificació amb
-Froment \cite{froment2005} (pesos de Froment, 12 iteracions,
+\emph{Froment} \cite{froment2005} (pesos de Froment, 12 iteracions,
 mida inicial de pas 1) - PSNR 28,92 dB, i
-\subcite{d}descodificació amb Froment (com abans) seguit de Trianta \cite{trianta2002}
-($\sigma_{lf}=2, \sigma_{hf}=2,5, \sigma_{\text{WSMM}}=1, \mu = 5, T=500$) i projecció sobre QCS - PSNR 27,90 dB}
+\subcite{d}descodificació amb \emph{Froment} (com abans) seguit de
+\emph{Trianta} \cite{trianta2002}
+($\sigma_{lf}=2, \sigma_{hf}=2,5, \sigma_{\text{WSMM}}=1, \mu = 5, T=500$) i
+\emph{projecció sobre QCS} - PSNR 27,90 dB}
 \end{figure}
 
 Respecte als plans de color, que en el cas de poca qualitat segurament hauran
 estat delmats i codificats amb unes taules de quantització de valors molt alts,
 donaran grans blocs diferenciats de color a la imatge. El que ens ha semblat més
 correcte ha estat utilitzar algorismes que suavitzin molt, com els de
-Nosratinia i HP. Utilitzant l'escalador ponderat per lluminositat ens disminuirà
+\emph{Nosratinia} i \emph{HP}.
+Utilitzant l'escalador ponderat per lluminositat ens disminuirà
 els vessaments de color importants que podem trobar en un cas com aquest.
 
 Si l'ús excessiu d'algorismes suavitzants ens ha reduït el contrast de la
@@ -1128,12 +1159,14 @@
 
 Quan els plans es codifiquen a la qualitat sovint oferta per defecte als
 programes de manipulació gràfica ($\approx 75$ a la \texttt{libjpeg}), els
-efectes d'ones sovint superen els de blocs. En aquests casos, Nosratinia i HP no
-els eliminen del tot, i els algorismes iteratius de Froment, O'Rourke i
-Robertson ofereixen bons resultats, tot i que amb masses iteracions o passos
+efectes d'ones sovint superen els de blocs. En aquests casos,
+\emph{Nosratinia} i \emph{HP} no
+els eliminen del tot, i els algorismes iteratius de \emph{Froment},
+\emph{O'Rourke} i
+\emph{Robertson} ofereixen bons resultats, tot i que amb masses iteracions o passos
 per iteració massa grans (més de
 10) suavitzarem la imatge més del compte. Per exemple, quan apliquem
-excessivament O'Rourke o Robertson (molt similars), els gradients d'intensitat
+excessivament \emph{O'Rourke} o \emph{Robertson} (molt similars), els gradients d'intensitat
 de la imatge sofriran una mena de reducció de color. Les petites diferències de
 tonalitat desapareixeran, deixant només les cantonades més marcades.
 
@@ -1165,16 +1198,17 @@
 \subcite{a}original,
 \subcite{b}JPEG qualitat 75, delmat 4:2:0 - PSNR R/G/B 38,47/47,33/33,87 dB,
 \subcite{c}descodificació amb
-Froment \cite{froment2005} (pesos de Froment, 6 iteracions,
-mida inicial de pas 1) i escalador Fancy - PSNR R/G/B 41,26/46,43/37,52 dB, i
-\subcite{d}descodificació amb Froment (com abans) seguit de
-l'escalador LumScale - PSNR R/G/B 42,12/47,92/39,82 dB}
+\emph{Froment} \cite{froment2005} (pesos de Froment, 6 iteracions,
+mida inicial de pas 1) i escalador \emph{Fancy} - PSNR R/G/B 41,26/46,43/37,52 dB, i
+\subcite{d}descodificació amb \emph{Froment} (com abans) seguit de
+l'escalador \emph{LumScale} - PSNR R/G/B 42,12/47,92/39,82 dB}
 \end{figure}
 
 En el cas de que algunes textures es perdin massa pel suavitzat d'alguns
-algorismes, podem utilitzar l'algorisme HContrast (Annexe \ref{sec:hcontrast})
+algorismes, podem utilitzar l'algorisme \emph{HContrast} (Annexe \ref{sec:hcontrast})
 per a intentar recuperar-les. Podem veure un exemple del seu ús a la Figura
-\ref{fig:masxa}.
+\ref{fig:masxa}. A la mateixa figura també hi podem distingir clarament les
+millores de color gràcies a l'algorisme \emph{O'Rourke} i el \emph{LumScaler}.
 
 \begin{figure}[!htp]
 \centering
@@ -1199,9 +1233,61 @@
 (Llindar 0,05 i finestra de 7x7), i LumScaler també com abans.}
 \end{figure}
 
-\section{El color}
+\section{Dibuixos}
+
+Tot i que la codificació JPEG va ser pensada per a fotografies, hi ha gent que
+l'ha utilitzat per a conservar i distribuir imatges artificials com dibuixos o
+logotips. En aquests casos el soroll ocasionat per la pèrdua d'informació pot
+ser més molest que en una fotografia codificada amb els mateixos paràmetres.
+Fins el 1996 els dibuixos artificials a través d'internet estaven dominats pel
+format GIF, ja que fins el 1995 aquest format va ser de lliure ús. Des de
+llavors, l'empresa Unisys va decidir fer complir la patent inherent en el GIF. A
+més, el format GIF limitava la imatge a 256 colors d'una paleta de 24 bits, amb
+un dels colors respresentant la transparència (útil en la composició d'imatges
+en una web). Quan Internet es va popularitzar, poc programari suportava el
+format PNG, sobretot els navegadors web\footnote{Per exemple, Internet Explorer
+suporta PNGs només des de la versió 5, i el canal alfa de transparència del PNG
+des de la versió 7.}. Llavors, bé pel límit de colors, bé per costum, molta gent
+ha conservat imatges artificials en JPEG.
+
+Els algorismes de recuperació analitzats dónen resultats especialment bons en
+aquest tipus d'imatges. Ens referim a imatges amb un contrast molt alt,
+amb pocs colors i les cantonades molt ben marcades. Precisament això fa que ens
+trobem més vessaments de color, i un acusat efecte d'ones.
+Els mètodes iteratius,
+especialment \emph{O'Rourke} i \emph{Robertson}, combinats amb l'escalador
+ponderat per lluminositat, ofereixen recuperacions
+excel·lents en aquestes condicions. En podem veure un exemple a les Figures
+\ref{fig:dibuix-logo} i \ref{fig:dibuix-stimpy}.
 
-\section{Difícil parametrització}
+\begin{figure}[!htp]
+\centering
+\begin{tabular}{ccc}
+\includegraphics[width=6cm]{images/logo-copa-mon-jpg.png} &
+\includegraphics[width=6cm]{images/logo-copa-mon-3orourke-7s-lum.png} \\
+a) & b)
+\end{tabular}
+\caption{\label{fig:dibuix-logo}\subcite{a}Logotip d'un campionat del món
+codificat amb JPEG, agafat d'internet. \subcite{b}Recuperació segons una baula
+d'\emph{O'Rourke} (7 passos, mida de pas de 1, $T=0,1$) per canal, i
+\emph{LumScaler}.
+}
+\end{figure}
+
+\begin{figure}[!htp]
+\centering
+\begin{tabular}{ccc}
+\includegraphics[width=4cm]{images/stimpy-jpg.png} &
+\includegraphics[width=4cm]{images/stimpy-3orourke-5steps.png} \\
+a) & b)
+\end{tabular}
+\caption{\label{fig:dibuix-stimpy}\subcite{a}Personatge dibuixat (Stimpy, de John
+Kricfalusi)
+codificat amb JPEG, agafat d'internet. \subcite{b}Recuperació segons una baula
+d'\emph{O'Rourke} (5 passos, mida de pas de 1, $T=0,1$) per canal, i
+\emph{LumScaler}.
+}
+\end{figure}
 
 \chapter{Conclusions i treball futur}
 % Parlar amb els dels articles
@@ -1216,7 +1302,7 @@
 
 \appendix
 
-\chapter{Algorismes en detall}
+\chapter{Fonaments matemàtics}
 
 \section{Transformada DCT}
 
@@ -1251,6 +1337,12 @@
    \end{cases}
 \]
 
+Podem veure gràficament les bases de la transformada per coeficient, i la
+influència gradual de les freqüències més altes a la Figura
+\ref{fig:jpeg-coeficients}, pàg. \pageref{fig:jpeg-coeficients}.
+
+\chapter{Algorismes en detall}
+
 \section{Manteniment de textures}
 
 \label{sec:hcontrast} La majoria dels mètodes de millora de pla estudiats