Definitions from Wiktionary ( )

▸ noun:  A perennial woody plant taller and larger than a bush with a wooden trunk and, at some distance from the ground, leaves and branches.
▸ noun:  Any other plant (such as a large shrub or herb) that is reminiscent of the above in form and size.
▸ noun:  An object made from a tree trunk and having multiple hooks or storage platforms.
▸ noun:  A device used to hold or stretch a shoe open.
▸ noun:  The structural frame of a saddle.
▸ noun:  (graph theory) A connected graph with no cycles or, if the graph is finite, equivalently a connected graph with n vertices and n−1 edges.
▸ noun:  (computing theory) A recursive data structure in which each node has zero or more nodes as children.
▸ noun:  (graphical user interface) A display or listing of entries or elements such that there are primary and secondary entries shown, usually linked by drawn lines or by indenting to the right.
▸ noun:  Any structure or construct having branches representing divergence or possible choices.
▸ noun:  The structure or wooden frame used in the construction of a saddle used in horse riding.
▸ noun:  (often in the plural, slang) Marijuana.
▸ noun:  (archaic outside Christianity) A cross or gallows.
▸ noun:  (chemistry) A mass of crystals, aggregated in arborescent forms, obtained by precipitation of a metal from solution.
▸ noun:  (cartomancy) The fifth Lenormand card.
▸ verb:  (transitive) To chase (an animal or person) up a tree.
▸ verb:  (transitive) To place in a tree.
▸ verb:  (transitive) To place upon a tree; to fit with a tree; to stretch upon a tree.
▸ verb:  (intransitive) To take refuge in a tree.
▸ noun:  (mathematics) An extremely fast-growing function based on Kruskal's tree theorem.
▸ noun:  A surname.
▸ noun:  (uncountable, mathematics) Alternative letter-case form of TREE. [(mathematics) An extremely fast-growing function based on Kruskal's tree theorem.]
▸ noun:  (mathematics) Alternative letter-case form of TREE [(mathematics) An extremely fast-growing function based on Kruskal's tree theorem.]

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