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real_defs nil)
(real_lt_is_strict_total_order name-judgement
"(strict_total_order?[real])" real_props nil)
(+ const-decl "[numfield, numfield -> numfield]" number_fields nil)
(numfield nonempty-type-eq-decl nil number_fields nil)
(nnint_plus_posint_is_posint application-judgement "posint"
integers nil)
(dbl const-decl "set[T]" doubletons nil)
(int_minus_int_is_int application-judgement "int" integers nil)
(edge? const-decl "bool" graphs nil)
(nil application-judgement "finite_set[T]" meng_scaff_defs nil)
(i!1 skolem-const-decl "below(length(p!1))" meng_scaff_defs nil)
(p!1 skolem-const-decl "prewalk[T]" meng_scaff_defs nil)
(^ const-decl "finseq" finite_sequences nil)
(real_gt_is_strict_total_order name-judgement
"(strict_total_order?[real])" real_props nil)
(path_verts const-decl "set[T]" paths nil)
(remove const-decl "set" sets nil)
(subgraph const-decl "Subgraph(G)" subgraphs nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(i!1 skolem-const-decl "below(2 + n!1)" meng_scaff_defs nil)
(n!1 skolem-const-decl "nat" meng_scaff_defs nil)
(path_comp const-decl "Subgraph(G)" meng_scaff_defs nil))
nil))
(vert_meng_sub_TCC1 0
(vert_meng_sub_TCC1-1 nil 3507100603 ("" (subtype-tcc) nil nil)
((boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(graph type-eq-decl nil graphs nil)
(/= const-decl "boolean" notequal nil)
(disjoint? const-decl "bool" meng_scaff_defs nil)
(in? const-decl "bool" meng_scaff_defs nil))
nil))
(vert_meng_sub_TCC2 0
(vert_meng_sub_TCC2-1 nil 3507100603 ("" (subtype-tcc) nil nil)
((boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(graph type-eq-decl nil graphs nil)
(/= const-decl "boolean" notequal nil)
(disjoint? const-decl "bool" meng_scaff_defs nil)
(in? const-decl "bool" meng_scaff_defs nil))
nil))
(vert_meng_sub_TCC3 0
(vert_meng_sub_TCC3-1 nil 3507100603 ("" (subtype-tcc) nil nil)
((boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(graph type-eq-decl nil graphs nil)
(/= const-decl "boolean" notequal nil)
(disjoint? const-decl "bool" meng_scaff_defs nil)
(in? const-decl "bool" meng_scaff_defs nil))
nil))
(vert_meng_sub_TCC4 0
(vert_meng_sub_TCC4-1 nil 3507100603 ("" (subtype-tcc) nil nil)
((boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(graph type-eq-decl nil graphs nil)
(/= const-decl "boolean" notequal nil)
(disjoint? const-decl "bool" meng_scaff_defs nil)
(in? const-decl "bool" meng_scaff_defs nil))
nil))
(vert_meng_sub 0
(vert_meng_sub-1 nil 3507100603
("" (skosimp*)
(("" (expand "subset?")
(("" (expand "member")
(("" (skosimp*)
(("" (expand "meng")
(("" (expand "add")
(("" (expand "member")
(("" (assert)
(("" (expand "H")
(("" (expand "path_comp")
(("" (expand "subgraph")
(("" (expand "del_vert")
(("" (expand "remove")
(("" (expand "member")
((""
(expand "in?")
((""
(flatten)
((""
(expand "disjoint?")
((""
(flatten)
((""
(assert)
nil))))))))))))))))))))))))))))))))))))
nil)
((subset? const-decl "bool" sets nil)
(add const-decl "(nonempty?)" sets nil)
(path_comp const-decl "Subgraph(G)" meng_scaff_defs nil)
(del_vert const-decl "graph[T]" graph_ops nil)
(disjoint? const-decl "bool" meng_scaff_defs nil)
(in? const-decl "bool" meng_scaff_defs nil)
(remove const-decl "set" sets nil)
(subgraph const-decl "Subgraph(G)" subgraphs nil)
(H const-decl "Subgraph(G)" meng_scaff_defs nil)
(meng const-decl "graph[T]" meng_scaff_defs nil)
(member const-decl "bool" sets nil))
nil))
(del_vert_comm 0
(del_vert_comm-1 nil 3507100603
("" (skosimp*)
(("" (apply-extensionality 1 :hide? t)
(("1" (apply-extensionality 1 :hide? t)
(("1" (expand "del_vert")
(("1" (iff 1) (("1" (ground) nil)))))))
("2" (apply-extensionality 1 :hide? t)
(("2" (expand "del_vert")
(("2" (expand "remove")
(("2" (expand "member")
(("2" (iff 1) (("2" (ground) nil))))))))))))))
nil)
((T formal-type-decl nil meng_scaff_defs nil)
(boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(/= const-decl "boolean" notequal nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(del_vert const-decl "graph[T]" graph_ops nil)
(graph type-eq-decl nil graphs nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(member const-decl "bool" sets nil)
(remove const-decl "set" sets nil))
nil))
(H_comm 0
(H_comm-1 nil 3507100603
("" (skosimp*)
(("" (expand "H")
(("" (expand "path_comp")
(("" (rewrite "del_vert_comm") nil))))))
nil)
((H const-decl "Subgraph(G)" meng_scaff_defs nil)
(del_vert_comm formula-decl nil meng_scaff_defs nil)
(T formal-type-decl nil meng_scaff_defs nil)
(boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(/= const-decl "boolean" notequal nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(graph type-eq-decl nil graphs nil)
(path_comp const-decl "Subgraph(G)" meng_scaff_defs nil))
nil))
(incident_comm 0
(incident_comm-1 nil 3507100603
("" (skosimp*)
(("" (expand "incident") (("" (rewrite "H_comm") nil)))) nil)
((incident const-decl "finite_set[doubleton[T]]" meng_scaff_defs
nil)
(graph type-eq-decl nil graphs nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(pregraph type-eq-decl nil graphs nil)
(finite_set type-eq-decl nil finite_sets nil)
(doubleton type-eq-decl nil doubletons nil)
(dbl const-decl "set[T]" doubletons nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(/= const-decl "boolean" notequal nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(set type-eq-decl nil sets nil)
(bool nonempty-type-eq-decl nil booleans nil)
(boolean nonempty-type-decl nil booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(H_comm formula-decl nil meng_scaff_defs nil))
nil))
(meng_comm_TCC1 0
(meng_comm_TCC1-1 nil 3507100603 ("" (subtype-tcc) nil nil)
((boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(graph type-eq-decl nil graphs nil)
(/= const-decl "boolean" notequal nil))
nil))
(meng_comm_TCC2 0
(meng_comm_TCC2-1 nil 3507100603 ("" (subtype-tcc) nil nil)
((boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(NOT const-decl "[bool -> bool]" booleans nil)
(T formal-type-decl nil meng_scaff_defs nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(graph type-eq-decl nil graphs nil)
(/= const-decl "boolean" notequal nil))
nil))
(meng_comm 0
(meng_comm-1 nil 3507100603
("" (skosimp*)
(("" (hide -1)
(("" (expand "meng")
((""
(case-replace
"H(G!1, t!1, w2!1, w1!1) = H(G!1, t!1, w1!1, w2!1)")
(("1" (split 3)
(("1" (hide -1)
(("1" (apply-extensionality 1 :hide? t)
(("1" (expand "add")
(("1" (expand "member")
(("1" (iff) (("1" (ground) nil)))))))))))
("2" (apply-extensionality 1 :hide? t)
(("1" (expand "union")
(("1" (expand "add")
(("1" (expand "member")
(("1" (iff)
(("1" (lemma "incident_comm")
(("1" (inst?)
(("1" (lemma "incident_comm")
(("1"
(inst -1 "G!1" "t!1" "w2!1" "w1!1"
"w2!1")
(("1"
(replace -1)
(("1"
(hide -1)
(("1"
(replace -1)
(("1"
(hide -1)
(("1"
(ground)
nil)))))))))))))))))))))))))
("2" (inst?) (("2" (assert) nil)))
("3" (inst?) (("3" (assert) nil)))))))
("2" (hide 4)
(("2" (lemma "H_comm") (("2" (inst?) nil))))))))))))
nil)
((T formal-type-decl nil meng_scaff_defs nil)
(boolean nonempty-type-decl nil booleans nil)
(bool nonempty-type-eq-decl nil booleans nil)
(set type-eq-decl nil sets nil)
(AND const-decl "[bool, bool -> bool]" booleans nil)
(/= const-decl "boolean" notequal nil)
(= const-decl "[T, T -> boolean]" equalities nil)
(dbl const-decl "set[T]" doubletons nil)
(doubleton type-eq-decl nil doubletons nil)
(finite_set type-eq-decl nil finite_sets nil)
(pregraph type-eq-decl nil graphs nil)
(IMPLIES const-decl "[bool, bool -> bool]" booleans nil)
(graph type-eq-decl nil graphs nil)
(subgraph? const-decl "bool" subgraphs nil)
(Subgraph type-eq-decl nil subgraphs nil)
(H const-decl "Subgraph(G)" meng_scaff_defs nil)
(incident const-decl "finite_set[doubleton[T]]" meng_scaff_defs
nil)
(is_finite const-decl "bool" finite_sets nil)
(union const-decl "set" sets nil)
(nil application-judgement "finite_set[T]" meng_scaff_defs nil)
(finite_union application-judgement "finite_set" finite_sets nil)
(incident_comm formula-decl nil meng_scaff_defs nil)
(member const-decl "bool" sets nil)
(nonempty_add_finite application-judgement "non_empty_finite_set"
finite_sets nil)
(nonempty? const-decl "bool" sets nil)
(add const-decl "(nonempty?)" sets nil)
(H_comm formula-decl nil meng_scaff_defs nil)
(meng const-decl "graph[T]" meng_scaff_defs nil))
nil)))
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Lebenszyklus
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Ziele
Entwicklung einer Software für die statische Quellcodeanalyse
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