/*************************************************************************/ /* */ /* Centre for Speech Technology Research */ /* University of Edinburgh, UK */ /* Copyright (c) 1998 */ /* All Rights Reserved. */ /* Permission is hereby granted, free of charge, to use and distribute */ /* this software and its documentation without restriction, including */ /* without limitation the rights to use, copy, modify, merge, publish, */ /* distribute, sublicense, and/or sell copies of this work, and to */ /* permit persons to whom this work is furnished to do so, subject to */ /* the following conditions: */ /* 1. The code must retain the above copyright notice, this list of */ /* conditions and the following disclaimer. */ /* 2. Any modifications must be clearly marked as such. */ /* 3. Original authors' names are not deleted. */ /* 4. The authors' names are not used to endorse or promote products */ /* derived from this software without specific prior written */ /* permission. */ /* THE UNIVERSITY OF EDINBURGH AND THE CONTRIBUTORS TO THIS WORK */ /* DISCLAIM ALL WARRANTIES WITH REGARD TO THIS SOFTWARE, INCLUDING */ /* ALL IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS, IN NO EVENT */ /* SHALL THE UNIVERSITY OF EDINBURGH NOR THE CONTRIBUTORS BE LIABLE */ /* FOR ANY SPECIAL, INDIRECT OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES */ /* WHATSOEVER RESULTING FROM LOSS OF USE, DATA OR PROFITS, WHETHER IN */ /* AN ACTION OF CONTRACT, NEGLIGENCE OR OTHER TORTIOUS ACTION, */ /* ARISING OUT OF OR IN CONNECTION WITH THE USE OR PERFORMANCE OF */ /* THIS SOFTWARE. */ /* */ /*************************************************************************/ /* Author : Alan W Black */ /* Date : February 1998 */ /* --------------------------------------------------------------------- */ /* Functions for TREE relations */ /* */ /*************************************************************************/ #ifndef __EST_RELATION_TREE_H__ #define __EST_RELATION_TREE_H__ /**@name Functions for building and traversing tree relations */ //@{ /**@name Tree traversal functions */ //@{ /// return parent of n inline EST_Item *parent(const EST_Item *n) { return n->first()->up(); } /// return first daughter of n inline EST_Item *daughter1(const EST_Item *n) { return n->down(); } /// return second daughter of n inline EST_Item *daughter2(const EST_Item *n) { return n->down()->next(); } /// return nth daughter of n EST_Item *daughtern(const EST_Item *n, int nth); /// return last daughter of n inline EST_Item *daughtern(const EST_Item *n) { return n->down()->last(); } /// return next sibling (sister) of n inline EST_Item *next_sibling(const EST_Item *n) { return n->next(); } /// return previous sibling (sister) of n inline EST_Item *prev_sibling(const EST_Item *n) { return n->prev(); } /// return root node of treeprevious sibling (sister) of n inline EST_Item *root(const EST_Item *n) { return n->top(); } /** return parent of n as seen from relation relname */ inline EST_Item *parent(const EST_Item *n,const char *relname) { return parent(as(n,relname)); } //inline EST_Item *daughters(const EST_Item *n,const char *relname) // { return daughters(as(n,relname)); } /** return first daughter of n as seen from relation relname */ inline EST_Item *daughter1(const EST_Item *n,const char *relname) { return daughter1(as(n,relname)); } /** return second daughter of n as seen from relation relname */ inline EST_Item *daughter2(const EST_Item *n,const char *relname) { return daughter2(as(n,relname)); } /** return last daughter of n as seen from relation relname */ inline EST_Item *daughtern(const EST_Item *n,const char *relname) { return daughtern(as(n,relname)); } /** return next sibling (sister) of n as seen from relation relname */ inline EST_Item *next_sibling(const EST_Item *n,const char *relname) { return next_sibling(as(n,relname)); } /** return previous sibling (sister) of n as seen from relation relname */ inline EST_Item *prev_sibling(const EST_Item *n,const char *relname) { return prev_sibling(as(n,relname)); } /** return root of tree of n as seen from relation relname */ inline EST_Item *root(const EST_Item *n,const char *relname) { return root(as(n,relname)); } // should be deleted. EST_Item *first_leaf_in_tree(const EST_Item *root); // should be deleted. EST_Item *last_leaf_in_tree(const EST_Item *root); /** return the first leaf (terminal node) which is dominated by n. Note that this is different from daughter1 etc as this descends the tree to find the leftmost terminal node (it is like the transitive closure of daughter1). */ inline EST_Item *first_leaf(const EST_Item *n) {return first_leaf_in_tree(n);} /** return the last leaf (terminal node) which is dominated by n. Note that this is different from daughter1 etc as this descends the tree to find the right terminal node (it is like the transitive closure of daughtern). */ inline EST_Item *last_leaf(const EST_Item *n) { return last_leaf_in_tree(n); } /** Return next leaf in tree given n. If n is a terminal node, next_leaf() will return the next leaf in the tree. If n is not terminal, this will return the leftmost terminal node dominated by n. This will return 0 only when the last leaf in the relation has been passed. */ inline EST_Item *next_leaf(const EST_Item *n) { return n->next_leaf(); } /** Return number of leaves (terminal nodes) under n */ int num_leaves(const EST_Item *n); /** Given a node t, return true if c is under it in a tree */ int in_tree(const EST_Item *c,const EST_Item *t); //@} /**@name Tree building functions */ //@{ /** Add a daughter to node n, after any existing daughters, and return the next daughter. If p is 0, make a new node for the daughter, otherwise add p to this relation as n's daughter. */ EST_Item *append_daughter(EST_Item *n, EST_Item *p=0); /** Add a daughter to node n as seen from relation relname, after any existing daughters, and return the next daughter. If p is 0, make a new node for the daughter, otherwise add p to this relation as n's daughter. */ EST_Item *append_daughter(EST_Item *n, const char *relname, EST_Item *p=0); /** Add a daughter to node n, before any existing daughters, and return the next daughter. If p is 0, make a new node for the daughter, otherwise add p to this relation as n's daughter. */ EST_Item *prepend_daughter(EST_Item *n, EST_Item *p=0); /** Add a daughter to node n as seen from relation relname, before any existing daughters, and return the next daughter. If p is 0, make a new node for the daughter, otherwise add p to this relation as n's daughter. */ EST_Item *prepend_daughter(EST_Item *n, const char *relname, EST_Item *p=0); //@} //@} #endif