Mercurial > hg > mpdl-xml-content
annotate DESpecs/DESpecs_appendix.tex @ 11:35edd67cabf9
Appendix Version 2009-02-14
author | Klaus Thoden <kthoden@mpiwg-berlin.mpg.de> |
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date | Thu, 02 May 2013 11:12:52 +0200 |
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1 %!TEX TS-program = xelatex |
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2 %!TEX encoding = UTF-8 Unicode |
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3 %!TEX root = ../DESpecs.tex |
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4 |
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5 |
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6 \newpage |
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7 \appendix |
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8 |
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9 |
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10 \section{List of All Tags} |
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11 \label{appendix list of all tags} |
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12 |
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13 \newcommand{\eins}{{\fontspec{DejaVu Sans}{①}}} |
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14 |
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15 \begin{longtable}[l]{@{}llll@{}l@{}} |
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16 %\begin{tabular}{@{}llll@{}} |
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17 section & tag & name & tag may contain \\[1mm] |
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18 \hline \\ |
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19 \ref{section page breaks} & §<pb>§ & page break & page number & \eins \\ |
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20 \ref{section page breaks} & §<rh> </rh>§ & running head && \eins \\ |
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21 \\ |
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22 \ref{section headings} & §<h> </h>§ & heading (or footer) && \eins \\ |
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23 \ref{section paragraphs} & §<p> </p>§ & paragraph & §#§ & \eins \\ |
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24 \ref{section block quotations} & §<q> </q>§ & block quotation && \eins \\ |
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25 \\ |
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26 \ref{section columns} & §<col> </col>§ & column & column number & \eins \\ |
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27 \\ |
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28 \ref{section tables basic rule} & §<tb> </tb>§ & table && \eins \\ |
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29 \ref{section tables basic rule} & §#§ & \multicolumn{2}{l}{cell separator; large space} \\ |
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30 \ref{section large horizontal table elements} & §\\§ & line separator && \\ |
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31 \ref{section large vertical table elements} & §"§ & additional cells && \\ |
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32 \\ |
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33 \ref{section indexes} & §<ind> </ind>§ & index && \eins \\ |
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34 \ref{section tables of contents} & §<toc> </toc>§ & table of contents && \eins \\ |
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35 \\ |
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36 \ref{section marginal notes} & §<mgl> </mgl>§ & marginal note (left) & anchor symbol & \eins \\ |
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37 \ref{section marginal notes} & §<mgr> </mgr>§ & marginal note (right) & anchor symbol & \eins \\ |
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38 \ref{section footnotes} & §<n>§ & footnote (main text) & footnote symbol \\ |
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39 \ref{section footnotes} & §<fn> </fn>§ & footnote & footnote symbol & \eins \\ |
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40 \ref{section anchored comments} & §<ac> </ac>§ & anchored comment & anchor symbol & \eins \\ |
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41 \\ |
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42 \ref{section figures} & §<fig/>§ & simple figure & \\ |
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43 \ref{section figures} & §<fig> </fig>§ & complex figure & \\ |
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44 \ref{section figures} & §<cap> </cap>§ & figure caption && \eins \\ |
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45 \ref{section figures} & §<desc> </desc>§ & figure description && \eins \\ |
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46 \ref{section figures} & §<var> </var>§ & figure variables && \eins \\ |
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47 \\ |
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48 \ref{section handwritten notes} & §<hd>§ & handwritten note & \\ |
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49 \\ |
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50 \ref{section characters you are unsure about} & §@§, §<gap>§ & unreadable text & \\ |
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51 \ref{section characters you are unsure about} & §<?>§ & uncertain text & \\ |
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52 \ref{section unknown characters} & §<001>§, etc. & unknown character & \\ |
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53 \ref{section obvious mistakes} & §<!>§ & obvious mistake & \\ |
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54 \\ |
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55 \hline \\ |
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56 \ref{section other diacritics} & §\'q§, etc. & character+diacritic & §' ` ^ " ~ , . = § & §-§ \\ |
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57 \\ |
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58 \ref{section italics} & §_ _§ & italics & \\ |
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59 \ref{section bold face} & §<bf> </bf>§ & bold face & \\ |
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60 \ref{section small caps} & §<sc> </sc>§ & small caps & \\ |
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61 \ref{section subscript and superscript} & §<_> </_>§ & subscript & \\ |
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62 \ref{section subscript and superscript} & §<^> </^>§ & superscript & \\ |
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63 \ref{section underlines and overlines} & §<ul> </ul>§ & underline & \\ |
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64 \ref{section underlines and overlines} & §<ol> </ol>§ & overline & \\ |
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65 |
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66 \ref{section text in red} & §<red> </red>§ & text in red & \\ |
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67 \\ |
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68 \ref{section latin ligatures} & §{quo}d§, etc. & resolved ligature & \\ |
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69 %\ref{section greek ligatures} & §{μεν}§ etc. & Greek ligature & \\ |
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70 \\ |
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71 \hline \\ |
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72 \ref{section fractions} & §{ / }§ & fraction & \\ |
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73 \ref{section roots} & §<r>§ & root & number or letter \\ |
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74 \\ |
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75 \hline \\ |
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76 \ref{section fraktur alphabet} & §<fr>§ & \multicolumn{2}{l}{whole book in Fraktur} & \\ |
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77 \ref{section fraktur alphabet} & §<fr> </fr>§ & words in Fraktur & \\ |
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78 \ref{section sperrung} & §<sp> </sp>§ & Sperrung & \\ |
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79 \ref{section words in roman characters} & §<rom> </rom>§ & words in roman chars & \\ |
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80 \\ |
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81 \hline \\ |
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82 %\end{tabular} |
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83 \end{longtable} |
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84 |
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85 \eins \quad This tag may also contain §it§ (italics; see \sect{section italics}) or §fr§ (Fraktur; see \sect{section fraktur}). |
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86 |
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87 \newpage |
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88 |
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89 \section{List of All Symbols} |
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90 \label{appendix list of all symbols} |
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91 |
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92 % also: table of characters to be typed directly? MH: no |
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93 % if there is a “Symbols” section, will this appendix be unnecessary? MH: hier lassen! |
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94 |
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95 \begin{tabelle}[ 1: \, common footnote symbols (from \sect{section footnotes})] |
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96 \begin{tabular}{@{}lc@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c} \\ |
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97 symbol & * & † & ‡ & \§ & ‖ & ¶ \\[2mm] |
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98 Unicode & \xs{U+002A} & \xs{U+2020} & \xs{U+2021} &\xs{U+00A7} & \xs{U+2016} & \xs{U+00B6} \\ |
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99 \end{tabular} |
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100 \end{tabelle} |
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101 |
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102 \vspace{5mm} |
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103 |
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104 \begin{tabelle}[ 2: \, dashes (see \sect{section dashes})] |
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105 \begin{tabular}{@{}lc@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c} \\ |
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106 symbol & - & – & — \\[2mm] |
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107 Unicode & \xs{U+002D} & \xs{U+2013} & \xs{U+2014} & \\ |
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108 \end{tabular} |
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109 \end{tabelle} |
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110 |
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111 \vspace{5mm} |
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112 |
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113 \begin{tabelle}[ 3: \, common mathematical symbols (from \sect{section mathematical symbols})] |
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114 \begin{tabular}{@{}lc@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c} \\ |
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115 symbol & ′ & ″ & ± & \unicode{∴} & ° & ∞ & · & ÷ & √ & Ŗ \\[2mm] |
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116 Unicode & \xs{U+2032} & \xs{U+2033} & \xs{U+00B1} & \xs{U+2234} & \xs{U+00B0} & \xs{U+221E} & \xs{U+00F7} & \xs{U+00B7} & \xs{U+221A} & \xs{U+0156} \\[2mm] |
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117 \end{tabular} |
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118 \end{tabelle} |
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119 |
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120 \vspace{5mm} |
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121 |
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122 \begin{tabelle}[ 4: \, planet symbols (from \sect{section astronomy})] |
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123 \begin{tabular}{@{}lc@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c} \\ |
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124 symbol & \unicode{☿} & \unicode{♀} & \unicode{♁} & \unicode{♂} & \unicode{♃} & \unicode{♄} \\[2mm] |
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125 Unicode & \xs{U+263F} & \xs{U+2640} & \xs{U+2641} & \xs{U+2642} & \xs{U+2643} & \xs{U+2644} \\[2mm] |
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126 \end{tabular} |
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127 \end{tabelle} |
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128 |
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129 \vspace{5mm} |
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130 |
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131 \begin{tabelle}[ 5: \, zodiac symbols (from \sect{section astronomy})] |
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132 \begin{tabular}{@{}lc@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c} \\ |
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133 symbol & \unicode{♈} & \unicode{♉} & \unicode{♊} & \unicode{♋} & \unicode{♌} & \unicode{♍} \\[2mm] |
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134 Unicode & \xs{U+2648} & \xs{U+2649} & \xs{U+264A} & \xs{U+264B} & \xs{U+264C} & \xs{U+264D} \\[4mm] |
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135 symbol & \unicode{♎} & \unicode{♏} & \unicode{♐} & \unicode{♑} & \unicode{♒} & \unicode{♓} \\[2mm] |
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136 Unicode & \xs{U+264E} & \xs{U+264F} & \xs{U+2650} & \xs{U+2651} & \xs{U+2652} & \xs{U+2653} \\[2mm] |
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137 \end{tabular} |
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138 \end{tabelle} |
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139 |
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140 |
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141 \vspace{5mm} |
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142 |
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143 \begin{tabelle}[ 6: \, technical symbols (from \sect{section technical symbols})] |
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144 \begin{tabular}{@{}lc@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c@{\, }c} \\ |
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145 symbol & \unicode{℞} \\[2mm] |
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146 Unicode & \xs{U+211E} \\[2mm] |
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147 \end{tabular} |
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148 \end{tabelle} |
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149 |
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150 |
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151 \newpage |
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152 \section{Example Transcriptions} |
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153 |
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154 \tocspace |
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155 \subsection{Latin Example} |
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156 \label{Structural markup general example} |
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157 |
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158 \includegraphics[height=22cm]{euclid_wholepage_3} |
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159 \clearpage |
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160 |
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161 \begin{typeLatin} |
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162 \bold{<pb>} \\ |
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163 \bold{<fig/>} \\ |
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164 \bold{<fig/>} \\ |
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165 \bold{<h>}EVCLIDIS MEGA \\ |
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166 RENSIS CLARISSIMI PHILOSOPHI, MATHEMA- \\ |
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167 ticorum facilè principis, primùm ex Campano, deinde ex Theone Grӕco \\ |
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168 cõmentatore, interprete Bartholomӕo Zamberto Veneto, \\ |
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169 Geometricorũ elementorum Liber primus.\bold{</h>} \\ |
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170 \bold{<h it>}Ex Campano, triplex principiorum genus.\textbf{</h>} \\ |
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171 \bold{<h>}Primùm, Diffinitiones.\bold{</h>} \\ |
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172 \bold{<p>}PVnctus e$t, cuius pars non e$t. 2 Linea, \\ |
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173 e$t lõgitudo $ine latitudine: 3 cuius quidẽ \\ |
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174 extremitates, $unt duo p\bs\tld{}ucta. 4 Linea re-\\ |
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175 cta, e$t ab uno puncto ad ali\bs\tld{}u breui$sima\\ |
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176 exten$io, in extremitates $uas eã recipiens.\bold{</p>}\\ |
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177 \bold{<p>}5 Superficies e$t, quæ longitudinem & la\\ |
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178 titudinem tantùm habet: 6 Cuius qui-\\ |
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179 dem termini, $unt line\li{ae}. 7 Superficies pla\\ |
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180 na, e$t ab una linea ad aliam breui$sima ex-\\ |
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181 ten$io, in extremitates $uas eam recipiens.\bold{</p>}\\ |
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182 \bold{<fig>}\\ |
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183 \bold{<cap it>}Punctus, aut $ignum. Linea.\bold{</cap>}\\ |
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184 \bold{</fig>}\\ |
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185 \bold{<fig>}\\ |
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186 \bold{<cap it>}Su per fi ci es.\bold{</cap>}\\ |
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187 \bold{</fig>}\\ |
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188 \bold{<p>}8 Angulus planus, e$t duar\bs\tld{}u linear\bs\tld{}u alternus contactus, quar\bs\tld{}u ex-\\ |
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189 pã$io e$t $uper $uperficies,\bold{<?>} applicatio´\li{que} nõ directa. 9 Quãdo autem\\ |
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190 angul\bs\tld{}u continent duæ lineæ rect\li{ae}, rectilineus angulus nominatur.\bold{</p>}\\ |
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191 \bold{<p>}10 Quãdo recta linea $uper rectã $teterit, duo´\li{que} anguli utrobi\li{que} fue\\ |
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192 rint \li{ae}quales, eor\bs\tld{}u uter\li{que} rectus erit, linea´\li{que} lineæ $uper$tãs, ei cui $u-\\ |
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193 per$tat, perp\bs\tld{}edicularis uoca\bs\tld{}t. 11 Angulus uerò qui recto maior e$t,\\ |
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194 obtu$us dicitur. 12 Angulus uerò minor recto, acutus appellatur.\bold{</p>}\\ |
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195 \bold{<fig>}\\ |
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196 \bold{<cap it>}Angulus planus.\bold{</cap>}\\ |
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197 \bold{</fig>}\\ |
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198 \bold{<fig>}\\ |
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199 \bold{<cap it>}Rectilineus.\bold{</cap>}\\ |
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200 \bold{</fig>}\\ |
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201 \bold{<fig>}\\ |
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202 \bold{<cap it>}Angulus obliquus.\bold{</cap>}\\ |
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203 \bold{</fig>}\\ |
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204 \bold{<fig>}\\ |
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205 \bold{<cap it>}Linea perpend.\bold{</cap>}\\ |
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206 \bold{<desc it>}a Acutus.\bold{</desc>}\\ |
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207 \bold{<desc it>}b Obtu$us.\bold{</desc>}\\ |
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208 \bold{<desc it>}c Rectus.\bold{</desc>}\\ |
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209 \bold{<var it>}a b c\bold{</var>}\\ |
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210 \bold{</fig>}\\ |
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211 \bold{<p>}13 Terminus e$t, \li{quo}d uniu$cuiu$\li{que} finis e$t. 14 Figura e$t, quæ termi\\ |
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212 no uel terminis continetur. 15 Circulus, e$t figura plana, una quid\bs\tld{}e\\ |
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213 linea cõtenta, qu\li{ae} circ\bs\tld{}uferentia nominatur: in cuius medio punctus\\ |
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214 e$t, à quo omnes line\li{ae} rect\li{ae} & ad circ\bs\tld{}uferentiã exe\bs\tld{}utes, $ibi inuicem\\ |
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215 \end{typeLatin} |
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216 |
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217 \begin{note} |
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218 The typesetter used the page number of the next page as a catchword, i.e. it is not the page number of this page. The closing §</p>§ of the last paragraph is on the next page. |
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219 \end{note} |
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220 |
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221 \vfill |
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222 |
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223 |
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224 \tocspace |
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225 \subsection{Greek Example} |
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226 \label{section greek example} |
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227 |
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228 \includegraphics[height=23cm]{euklid_gr_lat_p25_2} |
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229 \clearpage |
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230 |
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231 \begin{typeLatin} |
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232 \bold{<pb} (1)\bold{>} \\ |
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233 \bold{<h>}ΕΥΚΛΕΙΔΟΥ \\ |
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234 ΣΤΟΙΧΕΙΩΝ \\ |
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235 ΒΙΒΛΙΟΝ ΠΡΩΤΟΝ \bold{<n} *\bold{>}.\bold{</h>} \\ |
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236 \bold{<h>}EUCLIDIS\\ |
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237 ELEMENTORUM\\ |
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238 LIBER PRIMUS.\bold{</h>}\\ |
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239 \bold{<col 1>}\\ |
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240 \bold{<h>}ΟΡΟΙ.\bold{</h>}\\ |
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241 \bold{<p>}α'. ΣΗΜΕΙΟΝ \li{ἐστι}ν, \li{οὗ} μέ\li{ρο}ς \li{οὐ}\li{θέ}ν.\bold{</p>} \\ |
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242 \bold{<p>}β'. Γ\li{ρα}μ\li{μὴ} \li{δὲ}, \li{μῆ}\li{κο}ς ἀ- \\ |
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243 \li{πλ}ατές.\bold{</p>} \\ |
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244 \bold{<p>}γ'. Γ\li{ρα}μ\li{μῆ}ς \li{δὲ} \li{πέ}\li{ρα}\li{τα}, \li{ση}μ\li{εῖ}α.\bold{</p>} \\ |
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245 \bold{<p>}δ'. Εὐ\li{θε}ῖα \li{γρ}αμ\li{μή} \li{ἐστι}ν, ἥ\li{τι}ς \li{ἐξ}ίσ\li{ου} \li{το}ῖς \\ |
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246 ἐφ' ἑ\li{αυ}τῆς \li{ση}μ\li{εί}οις \li{κε}ῖτ\li{αι}.\bold{</p>} \\ |
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247 \bold{<p>}ε'. Ε\li{πι}φάν\li{ει}α \li{δέ} \li{ἐστι}ν, ὃ \li{μῆ}\li{κο}ς \li{καὶ} \li{πλ}ά\li{το}ς \\ |
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248 \li{μό}νον ἔχ\li{ει}.\bold{</p>} \\ |
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249 \bold{<p>}ϛ'. Ε\li{πι}φ\li{αν}\li{εί}\li{ας} \li{δὲ} \li{πέ}\li{ρα}\li{τα}, \li{γρ}αμμ\li{αί}.\bold{</p>} \\ |
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250 \bold{<p>}ζ'. Ε\li{πί}\li{πε}\li{δο}ς \li{ἐπι}φάν\li{ει}ά \li{ἐστι}ν, ἥ\li{τι}ς \li{ἐξ}ίσ\li{ου} \\ |
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251 τ\li{αῖ}ς ἐφ' ἑ\li{αυ}\li{τῆ}ς εὐθ\li{εί}\li{αι}ς κ\li{εῖ}τ\li{αι}.\bold{</p>} \\ |
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252 \bold{<p>}η'. Ε\li{πί}\li{πε}\li{δο}ς \li{δὲ} \li{γω}νία \li{ἐστὶ}ν ἡ \li{ἐν} \li{ἐπι}\li{πέδ}ῳ \\ |
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253 \li{δύ}ο \li{γρ}αμ\li{μῶ}ν ἁ\li{πτ}ο\li{μέν}ων ἀ\li{λλ}ήλων, \li{καὶ} \li{μὴ} ἐπ' εὐ- \\ |
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254 \li{θε}ί\li{ας} κ\li{ει}\li{μέν}ων, \li{πρ}ὸς ἀ\li{λλ}ήλ\li{ας} \li{τῶν} \li{γρ}αμμῶν κλί\li{σι}ς.\bold{</p>} \\ |
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255 \bold{<p>}θ'. Ο\li{τα}ν \li{δὲ} \li{αἱ} \li{πε}\li{ρι}έχ\li{ου}\li{σαι} \li{τὴν} \li{γω}νί\li{αν} \\ |
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256 \li{γρ}αμ\li{μαὶ} εὐ\li{θε}ῖ\li{αι} ὦ\li{σι}ν, εὐ\li{θύ}\li{γρ}αμ\li{μο}ς \li{κα}λ\li{εῖ}τ\li{αι} ἡ \\ |
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257 \li{γω}νία.\bold{</p>} \\ |
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258 \bold{<p>}ι'. Ο\li{τα}ν \li{δὲ} εὐ\li{θε}ῖα ἐπ' εὐ\li{θε}ῖ\li{αν} \li{στα}\li{θε}ῖ\li{σα} \li{τὰ}ς \\ |
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259 ἐφεξῆς \li{γω}νί\li{ας} ἴ\li{σα}ς ἀ\li{λλ}ήλ\li{αι}ς \li{πο}ιῇ, ὀρ\li{θή} \li{ἐστι}ν \\ |
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260 ἑ\li{κα}τέ\li{ρα} \li{τῶν} ἴ\li{σω}ν \li{γω}νιῶν· \li{καὶ} ἡ ἐφε\li{στη}κ\li{υῖ}α εὐ\li{θε}ῖα \\ |
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261 \li{κά}\li{θε}\li{το}ς \li{κα}λ\li{εῖ}τ\li{αι} ἐφ' \li{ἣν} ἐφέ\li{στη}\li{κε}ν.\bold{</p>} \\ |
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262 \bold{<p>}ια'. Αμβλεῖα \li{γω}νία \li{ἐστὶ}ν, ἡ μ\li{εῖ}ζων ὀρ- \\ |
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263 \li{θῆ}ς.\bold{</p>} \\ |
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264 \bold{<p>}ιβ'. Οξεῖα \li{δὲ}, ἡ ἐλά\li{σσω}ν ὀρ\li{θῆ}ς.\bold{</p>} \\ |
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265 \bold{<p>}ιγ'. Ο\li{ρο}ς \li{ἐστὶ}ν, ὅ \li{τι}νός \li{ἐστι} \li{πέ}\li{ρα}ς.\bold{</p>} \\ |
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266 \bold{</col 1>}\\ |
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267 \bold{<col 2>}\\ |
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268 \bold{<h>}DEFINITIONES.\bold{</h>}\\ |
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269 \bold{<p>}1. PU\bold{<sc>}NCTUM\bold{</sc>} e$t, cujus pars nulla e$t.\bold{</p>}\\ |
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270 \bold{<p>}2. Linea autem e$t longitudo\\ |
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271 non lata.\bold{</p>}\\ |
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272 \bold{<p>}3. Lineæ vero extrema $unt puncta.\bold{</p>}\\ |
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273 \bold{<p>}4. Recta quidem linea e$t, quæ ex\\ |
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274 æquo $ua interjacet puncta.\bold{</p>}\\ |
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275 \bold{<p>}5. Superficies autem e$t, quod longi-\\ |
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276 tudinem & latitudinem tantum habet.\bold{</p>}\\ |
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277 \bold{<p>}6. Superficiei vero extrema $unt lineæ.\bold{</p>}\\ |
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278 \\\untranscribedText \\ \\ |
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279 \bold{<p>}12. Acutus autem, qui e$t recto minor.\bold{</p>}\\ |
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280 \bold{<p>}13. Terminus e$t, quod alicujus e$t ex-\\ |
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281 tremum.\bold{</p>}\\ |
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282 \bold{</col>} \\ |
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283 \bold{<fn} *\bold{>}Quidam Codices addunt: Εκ \li{τῶν} Θέωνος σ\li{υν}\li{ου}\li{σι}ῶν.\bold{</fn>} \\ |
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284 \end{typeLatin} |
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285 |
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286 %\bold{<p>}7. Plana quidem $uperficies e$t, quæ\\ |
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287 %ex æquo $uas lineas rectas interjacet.\bold{</p>}\\ |
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288 %\bold{<p>}8. Planus vero angulus e$t duarum\\ |
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289 %linearum, in plano $e$e tangentium, &\\ |
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290 %non in directum jacentium, mutua incli-\\ |
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291 %natio.\bold{</p>}\\ |
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292 %\bold{<p>}9. Quando autem lineæ angulum com-\\ |
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293 %prehendentes rectæ fuerint, angulus ip$e\\ |
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294 %appellatur rectilineus.\bold{</p>}\\ |
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295 %\bold{<p>}10. Cum vero recta linea $uper rectam\\ |
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296 %lineam in$i$tens angulos deinceps inter $e\\ |
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297 %æquales fecerit, rectus e$t uterque æqua-\\ |
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298 %lium angulorum: & quæ in$i$tit recta li-\\ |
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299 %nea, perpendicularis vocatur ad eam $uper\\ |
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300 %quam in$i$tit.\bold{</p>}\\ |
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301 %\bold{<p>}11. Obtu$us angulus e$t, qui major e$t\\ |
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302 %recto.\bold{</p>}\\ |
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303 |
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304 \begin{note} |
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305 %The character §ϛ§, which stands for the number 6, should be typed as U+03DB (Greek small letter stigma). |
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306 The character §ϛ§, which occurs only once on this page (in §<p>ϛ'§) and stands for the number 6, is not an end-sigma §ς§, but a stigma. It should be typed as U+03DB (Greek small letter stigma). |
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307 %The character §ϛ§, which occurs only once on this page (in §<p>ϛ'§), stands for the number 6. It is not an end-sigma §ς§ and should be typed as U+03DB (Greek small letter stigma). |
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Klaus Thoden <kthoden@mpiwg-berlin.mpg.de>
parents:
diff
changeset
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308 \end{note} |
35edd67cabf9
Appendix Version 2009-02-14
Klaus Thoden <kthoden@mpiwg-berlin.mpg.de>
parents:
diff
changeset
|
309 |