Only If You Let Go Of That Tree

Buddhist Studies Review 22 (2):155-173 (2005)
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10.1558/bsrv.v22i2.14031

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Definition 1.1. 1. A tree is a subset T of< such that for all∈ T, if∈< and⊆, then∈ T. 2. If T is a tree and S⊆ T is also a tree, we say that S is a subtree of T. 3. A tree T is bounded if there exists h:→ such that for all∈ T. [REVIEW]Joseph R. Mileti - 2005 - Bulletin of Symbolic Logic 11 (3).
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