author | Christian Urban <urbanc@in.tum.de> |
Sat, 26 Dec 2009 07:15:30 +0100 | |
changeset 790 | 3a48ffcf0f9a |
parent 787 | 5cf83fa5b36c |
child 795 | a28f805df355 |
permissions | -rw-r--r-- |
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1 |
theory AbsRepTest |
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imports "../QuotMain" "../QuotList" "../QuotOption" "../QuotSum" "../QuotProd" List |
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begin |
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ML {* open Quotient_Term *} |
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print_maps |
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quotient_type |
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'a fset = "'a list" / "\<lambda>xs ys. \<forall>e. e \<in> set xs \<longleftrightarrow> e \<in> set ys" |
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parents:
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apply(rule equivpI) |
5cf83fa5b36c
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parents:
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unfolding reflp_def symp_def transp_def |
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by auto |
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parents:
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|
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parents:
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quotient_type |
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'a foo = "('a * 'a) list" / "\<lambda>(xs::('a * 'a) list) ys. \<forall>e. e \<in> set xs \<longleftrightarrow> e \<in> set ys" |
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parents:
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apply(rule equivpI) |
3b21b24a5fb6
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parents:
diff
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unfolding reflp_def symp_def transp_def |
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by auto |
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quotient_type |
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'a bar = "('a * int) list" / "\<lambda>(xs::('a * int) list) ys. \<forall>e. e \<in> set xs \<longleftrightarrow> e \<in> set ys" |
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parents:
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apply(rule equivpI) |
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parents:
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unfolding reflp_def symp_def transp_def |
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parents:
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26 |
by auto |
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fun |
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intrel :: "(nat \<times> nat) \<Rightarrow> (nat \<times> nat) \<Rightarrow> bool" |
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where |
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"intrel (x, y) (u, v) = (x + v = u + y)" |
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quotient_type int = "nat \<times> nat" / intrel |
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by (auto simp add: equivp_def expand_fun_eq) |
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parents:
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print_quotients |
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|
3a48ffcf0f9a
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parents:
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ML {* |
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absrep_fun_chk absF @{context} |
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parents:
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(@{typ "('a * 'a) list"}, |
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@{typ "'a foo"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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*} |
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(* PROBLEM |
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ML {* |
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absrep_fun_chk absF @{context} |
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parents:
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(@{typ "(('a list) * int) list"}, |
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@{typ "('a fset) bar"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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*}*) |
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|
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ML {* |
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absrep_fun_chk absF @{context} |
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(@{typ "('a list) list"}, |
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@{typ "('a fset) fset"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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*} |
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|
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ML {* |
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absrep_fun_chk absF @{context} |
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(@{typ "nat \<times> nat"}, |
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@{typ "int"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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*} |
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term abs_foo |
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term rep_foo |
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term "abs_foo o map (prod_fun id id)" |
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term "map (prod_fun id id) o rep_foo" |
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ML {* |
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absrep_fun_chk absF @{context} |
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(@{typ "('a * 'a) list"}, |
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@{typ "'a foo"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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*} |
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typ "('a fset) foo" |
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print_quotients |
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ML{* |
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Quotient_Info.quotient_rules_get @{context} |
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*} |
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print_quotients |
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ML {* |
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96 |
open Quotient_Term; |
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*} |
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|
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99 |
ML {* |
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absrep_fun_chk absF @{context} |
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(@{typ "(('a * 'a) list) list"}, |
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@{typ "(('a * 'a) fset) fset"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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105 |
*} |
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(* |
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ML {* |
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109 |
absrep_fun_chk absF @{context} |
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(@{typ "('a * 'a) list"}, |
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@{typ "'a foo"}) |
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|> Syntax.string_of_term @{context} |
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|> writeln |
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*} |
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115 |
*) |
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116 |
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779
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117 |
term "option_map (prod_fun (abs_fset \<circ> map abs_int) id)" |
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118 |
term "option_map (prod_fun (map rep_int \<circ> rep_fset) id)" |
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119 |
term "option_map (map rep_int \<circ> rep_fset)" |
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120 |
term "option_map (abs_fset o (map abs_int))" |
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121 |
term "abs_fset" |
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122 |
|
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123 |
ML {* |
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124 |
absrep_fun_chk absF @{context} (@{typ "(nat * nat) list"}, @{typ "int fset"}) |
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125 |
|> Syntax.string_of_term @{context} |
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126 |
|> writeln |
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127 |
*} |
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128 |
|
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129 |
term "map abs_int" |
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130 |
term "abs_fset o map abs_int" |
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131 |
|
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132 |
|
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133 |
ML {* |
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134 |
absrep_fun_chk absF @{context} (@{typ "('a list) list"}, @{typ "('a fset) fset"}) |
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135 |
|> Syntax.string_of_term @{context} |
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136 |
|> writeln |
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137 |
*} |
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|
138 |
|
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139 |
ML {* |
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140 |
absrep_fun_chk absF @{context} (@{typ "('a list) list \<Rightarrow> 'a"}, @{typ "('a fset) fset \<Rightarrow> 'a"}) |
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141 |
|> Syntax.string_of_term @{context} |
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|
142 |
|> writeln |
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143 |
*} |
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|
144 |
|
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145 |
end |