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reference:attribute_examples

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reference:attribute_examples [2011/07/07 12:08]
131.246.161.187 [simplified]
reference:attribute_examples [2011/07/25 12:32] (current)
131.246.41.159 [rotated]
Line 9: Line 9:
  
 Using Using
-    ​ 
     mp [of _ "C ∨ D"]     mp [of _ "C ∨ D"]
-    ​ 
 yields the more specific theorem yields the more specific theorem
  
Line 24: Line 22:
  
 Using Using
-    ​ 
     mp [where Q="C ∨ D"]     mp [where Q="C ∨ D"]
-    ​ 
 yields the more specific theorem yields the more specific theorem
  
Line 75: Line 71:
 Consider rule ''​disjE'':​ Consider rule ''​disjE'':​
  
-$\quad [|\ ?P \vee ?Q; ?P \Longrightarrow ?R; ?Q \Longrightarrow ?R\ |] \Longrightarrow ?R$.+$\quad [|\ ?P\;\vee\; ?Q; ?P \Longrightarrow ?R; ?Q \Longrightarrow ?R\ |] \Longrightarrow ?R$.
  
 Then,  Then, 
  
     disjE [rotated 2]     disjE [rotated 2]
-    ​ 
 yields yields
  
-$\quad [\ ?Q \Longrightarrow ?R; ?P \vee ?Q; ?P \Longrightarrow ?R\ |] \Longrightarrow ?R$.+$\quad [|\ ?Q \Longrightarrow ?R; ?P\;\vee\; ?Q; ?P \Longrightarrow ?R\ |] \Longrightarrow ?R$.
 ==== symmetric ===== ==== symmetric =====
 Consider the definition of set membership ''​Set.mem_def'',​ Consider the definition of set membership ''​Set.mem_def'',​
Line 91: Line 86:
 Then, Then,
  
-     test [symmetric] +     test [symmetric] ​  ​
-     +
 yields yields
  
 $\quad ?X ?x = (?x \in ?X)$. $\quad ?X ?x = (?x \in ?X)$.
reference/attribute_examples.1310033337.txt.gz · Last modified: 2011/07/07 12:08 by 131.246.161.187