6580
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1 |
\begin{theindex}
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2 |
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3 |
\item {\tt !} symbol, 4, 6, 13, 14, 26
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4 |
\item {\tt[]} symbol, 26
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5 |
\item {\tt\#} symbol, 26
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6 |
\item {\tt\&} symbol, 4
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7 |
\item {\tt *} symbol, 5, 23
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8 |
\item {\tt *} type, 21
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9 |
\item {\tt +} symbol, 5, 23
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10 |
\item {\tt +} type, 21
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11 |
\item {\tt -} symbol, 5, 23
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12 |
\item {\tt -->} symbol, 4
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13 |
\item {\tt :} symbol, 12
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14 |
\item {\tt <} constant, 24
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15 |
\item {\tt <} symbol, 23
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16 |
\item {\tt <=} constant, 24
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17 |
\item {\tt <=} symbol, 12
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18 |
\item {\tt =} symbol, 4
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19 |
\item {\tt ?} symbol, 4, 6, 13, 14
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20 |
\item {\tt ?!} symbol, 4
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21 |
\item {\tt\at} symbol, 4, 26
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22 |
\item {\tt ``} symbol, 12
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23 |
\item \verb'{}' symbol, 12
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24 |
\item {\tt |} symbol, 4
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25 |
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26 |
\indexspace
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27 |
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28 |
\item {\tt 0} constant, 23
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29 |
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30 |
\indexspace
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31 |
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32 |
\item {\tt Addsplits}, \bold{20}
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33 |
\item {\tt addsplits}, \bold{20}, 25, 37
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34 |
\item {\tt ALL} symbol, 4, 6, 13, 14
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35 |
\item {\tt All} constant, 4
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36 |
\item {\tt All_def} theorem, 8
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37 |
\item {\tt all_dupE} theorem, 10
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38 |
\item {\tt allE} theorem, 10
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39 |
\item {\tt allI} theorem, 10
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40 |
\item {\tt and_def} theorem, 8
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41 |
\item {\tt arg_cong} theorem, 9
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42 |
\item {\tt Arith} theory, 24
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43 |
\item {\tt arith_tac}, 25
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44 |
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45 |
\indexspace
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46 |
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47 |
\item {\tt Ball} constant, 12, 14
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48 |
\item {\tt Ball_def} theorem, 15
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49 |
\item {\tt ballE} theorem, 16
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50 |
\item {\tt ballI} theorem, 16
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51 |
\item {\tt Bex} constant, 12, 14
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52 |
\item {\tt Bex_def} theorem, 15
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53 |
\item {\tt bexCI} theorem, 14, 16
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54 |
\item {\tt bexE} theorem, 16
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55 |
\item {\tt bexI} theorem, 14, 16
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56 |
\item {\textit {bool}} type, 5
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57 |
\item {\tt box_equals} theorem, 9, 11
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58 |
\item {\tt bspec} theorem, 16
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59 |
\item {\tt butlast} constant, 26
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60 |
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61 |
\indexspace
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62 |
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63 |
\item {\tt case} symbol, 7, 24, 25, 37
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64 |
\item {\tt case_tac}, \bold{11}
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65 |
\item {\tt ccontr} theorem, 10
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66 |
\item {\tt classical} theorem, 10
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67 |
\item {\tt coinductive}, 49--51
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68 |
\item {\tt Collect} constant, 12, 14
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69 |
\item {\tt Collect_mem_eq} theorem, 14, 15
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70 |
\item {\tt CollectD} theorem, 16, 54
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71 |
\item {\tt CollectE} theorem, 16
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72 |
\item {\tt CollectI} theorem, 16, 55
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73 |
\item {\tt Compl} constant, 12
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74 |
\item {\tt Compl_def} theorem, 15
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75 |
\item {\tt Compl_disjoint} theorem, 18
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76 |
\item {\tt Compl_Int} theorem, 18
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77 |
\item {\tt Compl_partition} theorem, 18
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78 |
\item {\tt Compl_Un} theorem, 18
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79 |
\item {\tt ComplD} theorem, 17
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80 |
\item {\tt ComplI} theorem, 17
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81 |
\item {\tt concat} constant, 26
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82 |
\item {\tt cong} theorem, 9
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83 |
\item {\tt conj_cong}, 19
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84 |
\item {\tt conjE} theorem, 9
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85 |
\item {\tt conjI} theorem, 9
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86 |
\item {\tt conjunct1} theorem, 9
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87 |
\item {\tt conjunct2} theorem, 9
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88 |
\item {\tt context}, 55
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89 |
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90 |
\indexspace
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91 |
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92 |
\item {\tt datatype}, 34--42
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93 |
\item {\tt Delsplits}, \bold{20}
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94 |
\item {\tt delsplits}, \bold{20}
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95 |
\item {\tt disjCI} theorem, 10
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96 |
\item {\tt disjE} theorem, 9
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97 |
\item {\tt disjI1} theorem, 9
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98 |
\item {\tt disjI2} theorem, 9
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99 |
\item {\tt div} symbol, 23
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100 |
\item {\tt div_geq} theorem, 24
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101 |
\item {\tt div_less} theorem, 24
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102 |
\item {\tt Divides} theory, 24
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103 |
\item {\tt double_complement} theorem, 18
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104 |
\item {\tt drop} constant, 26
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105 |
\item {\tt dropWhile} constant, 26
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106 |
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107 |
\indexspace
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108 |
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109 |
\item {\tt empty_def} theorem, 15
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110 |
\item {\tt emptyE} theorem, 17
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111 |
\item {\tt Eps} constant, 4, 6
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112 |
\item {\tt equalityCE} theorem, 14, 16, 54, 55
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113 |
\item {\tt equalityD1} theorem, 16
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114 |
\item {\tt equalityD2} theorem, 16
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115 |
\item {\tt equalityE} theorem, 16
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116 |
\item {\tt equalityI} theorem, 16
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117 |
\item {\tt EX} symbol, 4, 6, 13, 14
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118 |
\item {\tt Ex} constant, 4
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119 |
\item {\tt EX!} symbol, 4
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120 |
\item {\tt Ex1} constant, 4
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121 |
\item {\tt Ex1_def} theorem, 8
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122 |
\item {\tt ex1E} theorem, 10
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123 |
\item {\tt ex1I} theorem, 10
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124 |
\item {\tt Ex_def} theorem, 8
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125 |
\item {\tt exCI} theorem, 10
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126 |
\item {\tt excluded_middle} theorem, 10
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127 |
\item {\tt exE} theorem, 10
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128 |
\item {\tt exhaust_tac}, \bold{38}
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129 |
\item {\tt exI} theorem, 10
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130 |
\item {\tt Exp} theory, 53
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131 |
\item {\tt ext} theorem, 7, 8
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132 |
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133 |
\indexspace
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134 |
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135 |
\item {\tt False} constant, 4
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136 |
\item {\tt False_def} theorem, 8
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137 |
\item {\tt FalseE} theorem, 9
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138 |
\item {\tt filter} constant, 26
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139 |
\item {\tt foldl} constant, 26
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140 |
\item {\tt fst} constant, 21
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141 |
\item {\tt fst_conv} theorem, 21
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142 |
\item {\tt Fun} theory, 19
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143 |
\item {\textit {fun}} type, 5
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144 |
\item {\tt fun_cong} theorem, 9
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145 |
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146 |
\indexspace
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147 |
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148 |
\item {\tt hd} constant, 26
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149 |
\item higher-order logic, 3--55
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150 |
\item {\tt HOL} theory, 3
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151 |
\item {\sc hol} system, 3, 6
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152 |
\item {\tt HOL_basic_ss}, \bold{19}
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153 |
\item {\tt HOL_cs}, \bold{20}
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154 |
\item {\tt HOL_quantifiers}, \bold{6}, 14
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155 |
\item {\tt HOL_ss}, \bold{19}
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156 |
\item {\tt hyp_subst_tac}, 19
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157 |
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158 |
\indexspace
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159 |
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160 |
\item {\tt If} constant, 4
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161 |
\item {\tt if_def} theorem, 8
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162 |
\item {\tt if_not_P} theorem, 10
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163 |
\item {\tt if_P} theorem, 10
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164 |
\item {\tt iff} theorem, 7, 8
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165 |
\item {\tt iffCE} theorem, 10, 14
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166 |
\item {\tt iffD1} theorem, 9
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167 |
\item {\tt iffD2} theorem, 9
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168 |
\item {\tt iffE} theorem, 9
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169 |
\item {\tt iffI} theorem, 9
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170 |
\item {\tt image_def} theorem, 15
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171 |
\item {\tt imageE} theorem, 17
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172 |
\item {\tt imageI} theorem, 17
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173 |
\item {\tt impCE} theorem, 10
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174 |
\item {\tt impE} theorem, 9
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175 |
\item {\tt impI} theorem, 7
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176 |
\item {\tt in} symbol, 5
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177 |
\item {\textit {ind}} type, 22
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178 |
\item {\tt induct_tac}, 24, \bold{38}
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179 |
\item {\tt inductive}, 49--51
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180 |
\item {\tt inj} constant, 19
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181 |
\item {\tt inj_def} theorem, 19
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182 |
\item {\tt inj_Inl} theorem, 23
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183 |
\item {\tt inj_Inr} theorem, 23
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184 |
\item {\tt inj_on} constant, 19
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185 |
\item {\tt inj_on_def} theorem, 19
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186 |
\item {\tt inj_Suc} theorem, 23
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187 |
\item {\tt Inl} constant, 23
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188 |
\item {\tt Inl_not_Inr} theorem, 23
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189 |
\item {\tt Inr} constant, 23
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190 |
\item {\tt insert} constant, 12
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191 |
\item {\tt insert_def} theorem, 15
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192 |
\item {\tt insertE} theorem, 17
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193 |
\item {\tt insertI1} theorem, 17
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194 |
\item {\tt insertI2} theorem, 17
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195 |
\item {\tt INT} symbol, 12--14
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196 |
\item {\tt Int} symbol, 12
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197 |
\item {\tt Int_absorb} theorem, 18
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198 |
\item {\tt Int_assoc} theorem, 18
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199 |
\item {\tt Int_commute} theorem, 18
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200 |
\item {\tt INT_D} theorem, 17
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201 |
\item {\tt Int_def} theorem, 15
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202 |
\item {\tt INT_E} theorem, 17
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203 |
\item {\tt Int_greatest} theorem, 18
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204 |
\item {\tt INT_I} theorem, 17
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205 |
\item {\tt Int_Inter_image} theorem, 18
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206 |
\item {\tt Int_lower1} theorem, 18
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207 |
\item {\tt Int_lower2} theorem, 18
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208 |
\item {\tt Int_Un_distrib} theorem, 18
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209 |
\item {\tt Int_Union} theorem, 18
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210 |
\item {\tt IntD1} theorem, 17
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211 |
\item {\tt IntD2} theorem, 17
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212 |
\item {\tt IntE} theorem, 17
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213 |
\item {\tt INTER} constant, 12
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214 |
\item {\tt Inter} constant, 12
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215 |
\item {\tt INTER1} constant, 12
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216 |
\item {\tt INTER1_def} theorem, 15
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217 |
\item {\tt INTER_def} theorem, 15
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218 |
\item {\tt Inter_def} theorem, 15
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219 |
\item {\tt Inter_greatest} theorem, 18
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220 |
\item {\tt Inter_lower} theorem, 18
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221 |
\item {\tt Inter_Un_distrib} theorem, 18
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222 |
\item {\tt InterD} theorem, 17
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223 |
\item {\tt InterE} theorem, 17
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224 |
\item {\tt InterI} theorem, 17
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225 |
\item {\tt IntI} theorem, 17
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226 |
\item {\tt inv} constant, 19
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227 |
\item {\tt inv_def} theorem, 19
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228 |
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229 |
\indexspace
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230 |
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231 |
\item {\tt last} constant, 26
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232 |
\item {\tt LEAST} constant, 5, 6, 24
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233 |
\item {\tt Least} constant, 4
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234 |
\item {\tt Least_def} theorem, 8
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235 |
\item {\tt length} constant, 26
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236 |
\item {\tt less_induct} theorem, 25
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237 |
\item {\tt Let} constant, 4, 7
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238 |
\item {\tt let} symbol, 5, 7
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239 |
\item {\tt Let_def} theorem, 7, 8
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240 |
\item {\tt LFilter} theory, 53
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241 |
\item {\tt List} theory, 25, 26
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242 |
\item {\textit{list}} type, 25
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243 |
\item {\tt LList} theory, 52
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244 |
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245 |
\indexspace
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246 |
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247 |
\item {\tt map} constant, 26
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248 |
\item {\tt max} constant, 5, 24
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249 |
\item {\tt mem} symbol, 26
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250 |
\item {\tt mem_Collect_eq} theorem, 14, 15
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251 |
\item {\tt min} constant, 5, 24
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252 |
\item {\tt minus} class, 5
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253 |
\item {\tt mod} symbol, 23
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254 |
\item {\tt mod_geq} theorem, 24
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255 |
\item {\tt mod_less} theorem, 24
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256 |
\item {\tt mono} constant, 5
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257 |
\item {\tt mp} theorem, 7
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258 |
\item {\tt mutual_induct_tac}, \bold{38}
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259 |
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260 |
\indexspace
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261 |
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262 |
\item {\tt n_not_Suc_n} theorem, 23
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263 |
\item {\tt Nat} theory, 24
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264 |
\item {\textit {nat}} type, 23, 24
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265 |
\item {\textit{nat}} type, 22--25
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266 |
\item {\tt nat_induct} theorem, 23
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267 |
\item {\tt nat_rec} constant, 24
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268 |
\item {\tt NatDef} theory, 22
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269 |
\item {\tt Not} constant, 4
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270 |
\item {\tt not_def} theorem, 8
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271 |
\item {\tt not_sym} theorem, 9
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272 |
\item {\tt notE} theorem, 9
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273 |
\item {\tt notI} theorem, 9
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274 |
\item {\tt notnotD} theorem, 10
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275 |
\item {\tt null} constant, 26
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276 |
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277 |
\indexspace
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278 |
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279 |
\item {\tt o} symbol, 4, 15
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280 |
\item {\tt o_def} theorem, 8
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281 |
\item {\tt of} symbol, 7
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282 |
\item {\tt or_def} theorem, 8
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283 |
\item {\tt Ord} theory, 5
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284 |
\item {\tt ord} class, 5, 6, 24
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285 |
\item {\tt order} class, 5, 24
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286 |
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287 |
\indexspace
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288 |
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289 |
\item {\tt Pair} constant, 21
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290 |
\item {\tt Pair_eq} theorem, 21
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291 |
\item {\tt Pair_inject} theorem, 21
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292 |
\item {\tt PairE} theorem, 21
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293 |
\item {\tt plus} class, 5
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294 |
\item {\tt Pow} constant, 12
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295 |
\item {\tt Pow_def} theorem, 15
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296 |
\item {\tt PowD} theorem, 17
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297 |
\item {\tt PowI} theorem, 17
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298 |
\item {\tt primrec}, 43--46
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299 |
\item {\tt primrec} symbol, 24
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300 |
\item priorities, 1
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301 |
\item {\tt Prod} theory, 21
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302 |
\item {\tt prop_cs}, \bold{20}
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303 |
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304 |
\indexspace
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305 |
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306 |
\item {\tt qed_spec_mp}, 41
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307 |
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308 |
\indexspace
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309 |
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310 |
\item {\tt range} constant, 12, 54
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311 |
\item {\tt range_def} theorem, 15
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312 |
\item {\tt rangeE} theorem, 17, 54
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313 |
\item {\tt rangeI} theorem, 17
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314 |
\item {\tt recdef}, 46--49
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315 |
\item {\tt record}, 31
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316 |
\item {\tt record_split_tac}, 33, 34
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317 |
\item recursion
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318 |
\subitem general, 46--49
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319 |
\subitem primitive, 43--46
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320 |
\item recursive functions, \see{recursion}{42}
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321 |
\item {\tt refl} theorem, 7
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322 |
\item {\tt res_inst_tac}, 6
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323 |
\item {\tt rev} constant, 26
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324 |
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325 |
\indexspace
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326 |
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327 |
\item search
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328 |
\subitem best-first, 55
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329 |
\item {\tt select_equality} theorem, 8, 10
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330 |
\item {\tt selectI} theorem, 7, 8
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331 |
\item {\tt Set} theory, 11, 14
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332 |
\item {\tt set} constant, 26
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|
333 |
\item {\tt set} type, 11
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334 |
\item {\tt set_diff_def} theorem, 15
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|
335 |
\item {\tt show_sorts}, 6
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336 |
\item {\tt show_types}, 6
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337 |
\item {\tt Sigma} constant, 21
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|
338 |
\item {\tt Sigma_def} theorem, 21
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|
339 |
\item {\tt SigmaE} theorem, 21
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|
340 |
\item {\tt SigmaI} theorem, 21
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|
341 |
\item simplification
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|
342 |
\subitem of conjunctions, 19
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|
343 |
\item {\tt size} constant, 38
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|
344 |
\item {\tt snd} constant, 21
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|
345 |
\item {\tt snd_conv} theorem, 21
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346 |
\item {\tt spec} theorem, 10
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|
347 |
\item {\tt split} constant, 21
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|
348 |
\item {\tt split} theorem, 21
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|
349 |
\item {\tt split_all_tac}, \bold{22}
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|
350 |
\item {\tt split_if} theorem, 10, 20
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|
351 |
\item {\tt split_list_case} theorem, 25
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|
352 |
\item {\tt split_split} theorem, 21
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353 |
\item {\tt split_sum_case} theorem, 23
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|
354 |
\item {\tt ssubst} theorem, 9, 11
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|
355 |
\item {\tt stac}, \bold{19}
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|
356 |
\item {\tt strip_tac}, \bold{11}
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|
357 |
\item {\tt subset_def} theorem, 15
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|
358 |
\item {\tt subset_refl} theorem, 16
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|
359 |
\item {\tt subset_trans} theorem, 16
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|
360 |
\item {\tt subsetCE} theorem, 14, 16
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361 |
\item {\tt subsetD} theorem, 14, 16
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|
362 |
\item {\tt subsetI} theorem, 16
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|
363 |
\item {\tt subst} theorem, 7
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|
364 |
\item {\tt Suc} constant, 23
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|
365 |
\item {\tt Suc_not_Zero} theorem, 23
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|
366 |
\item {\tt Sum} theory, 22
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|
367 |
\item {\tt sum_case} constant, 23
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|
368 |
\item {\tt sum_case_Inl} theorem, 23
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|
369 |
\item {\tt sum_case_Inr} theorem, 23
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|
370 |
\item {\tt sumE} theorem, 23
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|
371 |
\item {\tt surj} constant, 15, 19
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|
372 |
\item {\tt surj_def} theorem, 19
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|
373 |
\item {\tt surjective_pairing} theorem, 21
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|
374 |
\item {\tt surjective_sum} theorem, 23
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|
375 |
\item {\tt swap} theorem, 10
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|
376 |
\item {\tt swap_res_tac}, 55
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|
377 |
\item {\tt sym} theorem, 9
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|
378 |
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|
379 |
\indexspace
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|
380 |
|
|
381 |
\item {\tt take} constant, 26
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|
382 |
\item {\tt takeWhile} constant, 26
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|
383 |
\item {\tt term} class, 5
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|
384 |
\item {\tt times} class, 5
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|
385 |
\item {\tt tl} constant, 26
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|
386 |
\item tracing
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|
387 |
\subitem of unification, 6
|
|
388 |
\item {\tt trans} theorem, 9
|
|
389 |
\item {\tt True} constant, 4
|
|
390 |
\item {\tt True_def} theorem, 8
|
|
391 |
\item {\tt True_or_False} theorem, 7, 8
|
|
392 |
\item {\tt TrueI} theorem, 9
|
|
393 |
\item {\tt Trueprop} constant, 4
|
|
394 |
\item type definition, \bold{28}
|
|
395 |
\item {\tt typedef}, 25
|
|
396 |
|
|
397 |
\indexspace
|
|
398 |
|
|
399 |
\item {\tt UN} symbol, 12--14
|
|
400 |
\item {\tt Un} symbol, 12
|
|
401 |
\item {\tt Un1} theorem, 14
|
|
402 |
\item {\tt Un2} theorem, 14
|
|
403 |
\item {\tt Un_absorb} theorem, 18
|
|
404 |
\item {\tt Un_assoc} theorem, 18
|
|
405 |
\item {\tt Un_commute} theorem, 18
|
|
406 |
\item {\tt Un_def} theorem, 15
|
|
407 |
\item {\tt UN_E} theorem, 17
|
|
408 |
\item {\tt UN_I} theorem, 17
|
|
409 |
\item {\tt Un_Int_distrib} theorem, 18
|
|
410 |
\item {\tt Un_Inter} theorem, 18
|
|
411 |
\item {\tt Un_least} theorem, 18
|
|
412 |
\item {\tt Un_Union_image} theorem, 18
|
|
413 |
\item {\tt Un_upper1} theorem, 18
|
|
414 |
\item {\tt Un_upper2} theorem, 18
|
|
415 |
\item {\tt UnCI} theorem, 14, 17
|
|
416 |
\item {\tt UnE} theorem, 17
|
|
417 |
\item {\tt UnI1} theorem, 17
|
|
418 |
\item {\tt UnI2} theorem, 17
|
|
419 |
\item unification
|
|
420 |
\subitem incompleteness of, 6
|
|
421 |
\item {\tt Unify.trace_types}, 6
|
|
422 |
\item {\tt UNION} constant, 12
|
|
423 |
\item {\tt Union} constant, 12
|
|
424 |
\item {\tt UNION1} constant, 12
|
|
425 |
\item {\tt UNION1_def} theorem, 15
|
|
426 |
\item {\tt UNION_def} theorem, 15
|
|
427 |
\item {\tt Union_def} theorem, 15
|
|
428 |
\item {\tt Union_least} theorem, 18
|
|
429 |
\item {\tt Union_Un_distrib} theorem, 18
|
|
430 |
\item {\tt Union_upper} theorem, 18
|
|
431 |
\item {\tt UnionE} theorem, 17
|
|
432 |
\item {\tt UnionI} theorem, 17
|
|
433 |
\item {\tt unit_eq} theorem, 22
|
|
434 |
|
|
435 |
\indexspace
|
|
436 |
|
|
437 |
\item {\tt ZF} theory, 3
|
|
438 |
|
|
439 |
\end{theindex}
|