Nuprl Definition : min_l_tree
min_l_tree(t;f) ==  l_tree_ind(t; Leaf(v)⇒ inr ⋅  Node(v,ltr,rtr)⇒ ltrm,rtrm.min_w_unit_l_tree(inl v;ltrm;f)) 
Definitions occuring in Statement : 
min_w_unit_l_tree: min_w_unit_l_tree(u1;u2;f), 
l_tree_ind: l_tree_ind, 
it: ⋅, 
inr: inr x , 
inl: inl x
Definitions occuring in definition : 
l_tree_ind: l_tree_ind, 
inr: inr x , 
it: ⋅, 
min_w_unit_l_tree: min_w_unit_l_tree(u1;u2;f), 
inl: inl x
FDL editor aliases : 
min_l_tree
Latex:
min\_l\_tree(t;f)  ==
    l\_tree\_ind(t;
                          Leaf(v){}\mRightarrow{}  inr  \mcdot{}  ;
                          Node(v,ltr,rtr){}\mRightarrow{}  ltrm,rtrm.min\_w\_unit\_l\_tree(inl  v;ltrm;f)) 
Date html generated:
2018_05_22-PM-09_39_53
Last ObjectModification:
2016_04_04-PM-00_31_48
Theory : labeled!trees
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