Dllist.XtExplicit transaction log passing on doubly-linked lists.
remove n removes the node n from the doubly-linked list it is part of. remove is idempotent.
move_l n l removes the node n from the doubly-linked list it is part of and then adds it to the left of the list l.
move_r n l removes the node n from the doubly-linked list it is part of and then adds it to the right of the list l.
is_empty l determines whether the doubly-linked list l is empty or not.
add_l v l creates and returns a new node with the value v and adds the node to the left of the doubly-linked list l.
add_r v l creates and returns a new node with the value v and adds the node to the right of the doubly-linked list l.
take_opt_l l removes and returns the value of leftmost node of the doubly-linked list l, or return None if the list is empty.
take_opt_r l removes and returns the value of rightmost node of the doubly-linked list l, or return None if the list is empty.
take_blocking_l l removes and returns the value of leftmost node of the doubly-linked list l, or blocks waiting for the list to become non-empty.
take_blocking_r l removes and returns the value of rightmost node of the doubly-linked list l, or blocks waiting for the list to become non-empty.
swap l1 l2 exchanges the nodes of the doubly-linked lists l1 and l2.
transfer_l l1 l2 removes all nodes of l1 and adds them to the left of l2.
transfer_r l1 l2 removes all nodes of l1 and adds them to the right of l2.
to_list_l l collects the values of the nodes of the doubly-linked list l to a list in left-to-right order.
NOTE: This operation is linear time, O(n), and should typically be avoided unless the list is privatized, e.g. by using take_all.
to_list_r l collects the values of the nodes of the doubly-linked list l to a list in right-to-left order.
NOTE: This operation is linear time, O(n), and should typically be avoided unless the list is privatized, e.g. by using take_all.
to_nodes_l l collects the nodes of the doubly-linked list l to a list in left-to-right order.
NOTE: This operation is linear time, O(n), and should typically be avoided unless the list is privatized, e.g. by using take_all.