farthest parent that still satisfies @var{pred}.
@end defun
+@cindex trees-sitter tree traversal
+@defun treesit-traverse-depth-first node pred &optional step depth
+Traverse the subtree of @var{node} depth-first. Traverse starting from
+@var{node} (i.e., @var{node} is passed to @var{pred}). For each node
+traversed, we call @var{pred} with the node, and we stop and return
+the node if @var{pred} returns non-nil. If no node satisfies
+@var{pred}, return nil.
+
+If @var{step} >= 0 or nil, go forward, if @var{step} < 0, go backward.
+(The quantity of @var{step} doesn't matter.)
+
+@var{depth} can be a positive integer or 0, meaning go @var{depth}
+levels deep, counting from @var{node}, or nil, meaning there is no
+limit. For example, a value 0 means only traverse @var{node} itself,
+a value 1 means traverse @var{node} and its immediate children.
+@end defun
+
+@defun treesit-traverse-breadth-first node pred &optional step
+Traverse the subtree of @var{node} breadth-first. Traverse starting
+from @var{node} (i.e., @var{node} is passed to @var{pred}). For each
+node traversed, call @var{pred} with the node, stop and return the
+node if @var{pred} returns non-nil. If no node satisfies @var{pred},
+return nil.
+
+If @var{step} >= 0 or nil, go forward, if @var{step} < 0, go backward.
+(The quantity of @var{step} doesn't matter.)
+@end defun
+
+@defun treesit-traverse-forward node pred &optional step depth
+Traverses the whole tree forward from NODE depth-first. Traverse
+starting from @var{node} (i.e., @var{node} is passed to @var{pred}).
+For each node traversed, call @var{pred} with the node, stop and
+return the node if @var{pred} returns non-nil. If no node satisfies
+@var{pred}, return nil.
+
+If @var{step} >= 0 or nil, go forward, if @var{step} < 0, go backward.
+(The quantity of @var{step} doesn't matter.)
+
+Traversing forward means that for a tree like the below where
+@var{node} is marked 1, traverse as numbered:
+
+@example
+@group
+ 16
+ |
+ 3--------4-----------8
+ | | |
+ o--o-+--1 5--+--6 9---+-----12
+ | | | | | |
+ o o 2 7 +-+-+ +--+--+
+ | | | | |
+ 10 11 13 14 15
+@end group
+@end example
+
+@var{depth} can be a positive integer, 0, nil, or @code{'up}. A
+positive integer or 0 means go @var{depth} deep counting from
+@var{node}. A nil means no limit. And a symbol @code{'up} means go
+upwards only: only traverse to sibling and parent, never go down to
+children.
+
+The difference between 0 and @code{'up} is subtle: in the above
+example, if given 0 as @var{depth}, node 1 3 4 5 6 8 9 12 16 are
+visited; if given @code{'up} as @var{depth}, only node 1 3 4 8 16 are
+visited.
+@end defun
+
@node Accessing Node
@section Accessing Node Information
if STEP < 0, go backward. If no node satisfies PRED, return
nil.
-Traversing forward depth-first means, for a tree like the below
-where NODE is marked 1, traverse as numbered:
+Traversing forward depth-first means that for a tree like the
+below where NODE is marked 1, traverse as numbered:
16
|
DEPTH can be a positive integer, 0, nil, or 'up. A positive
integer or 0 means go DEPTH deep counting from NODE. A nil means
-no limit. And a symbol 'up means upward only: only traverse
-sibling and parent, never go down. The difference between 0 and
-'up is subtle: in the above example, if given 0 as DEPTH, node 1
-3 4 5 6 8 9 12 16 are visited; if given t as DEPTH, only node 1 3
-4 8 16 are visited."
+no limit. And a symbol 'up means go upwards only: only traverse
+sibling and parent, never go down to children.
+
+The difference between 0 and 'up is subtle: in the above example,
+if given 0 as DEPTH, node 1 3 4 5 6 8 9 12 16 are visited; if
+given 'up as DEPTH, only node 1 3 4 8 16 are visited."
;; First try NODE's subtree, but only under these conditions: if
;; DEPTH is a number, it has to be greater than 0, if it's a symbol,
;; it cannot be 'up.