binary_tree 1.0.1 binary_tree: ^1.0.1 copied to clipboard
Self-Balancing Binary Search Tree for Dart. BST is implemented as Iterable. There are many operations such as greaterThen, lessThenOrEqual (create sublist), max , min etc.
Self-Balancing Binary Search Tree for Dart. BST is implemented as Iterable. There are many operations such as greaterThen, lessThenOrEqual (create sublist), max , min etc.
Features #
void main() {
final myNumbers = BinaryTree([10, 8, 16, 4, 9, 13, 25, 2, 6, 12, 26, 14, 18]);
}
Binary tree stores values as a binary search tree.
For more information : Binary Search Tree.
A Self-Balancing type tree is used, which balances the depth of the nodes.
For more information : Self Balancing Binary Search Tree
Usage #
Use Case #
You can see if you need it by looking at the benchmarks given below. It is generally advantageous in keeping long and sorted datasets. Its advantage is not noticeable on short datasets.
Benchmark scenarios
Type #
Binary Tree objects must be Comparable
All of num
, String
, Duration
etc. are Comparable
.
You can define your objects as Comparable
.
void main() {
final myLetters = BinaryTree<String>(["a" , "c", "b"]);
final myDates = BinaryTree<DateTime>([DateTime.now()]);
}
Basic operations #
void main() {
final myNumbers = BinaryTree([/*initial*/]);
myNumbers.insert(value);
myNumbers.remove(value);
myNumbers.contains(value);
}
Iterator #
You can create an Iterator
by "startsWith" or "endsWith" given element.
f(){
final myNumbers = BinaryTree([10, 8, 16, 4, 9, 13, 25, 2, 6, 12, 26, 14, 18]);
final iterator = myNumbers.iteratorFrom(8,greaterThen: true, equal: false); // defaults
while(iterator.moveNext()) {
print(iterator.current); // 9 , 10 ... 26
}
}
You can also define bounds
f(){
final myNumbers = BinaryTree([10, 8, 16, 4, 9, 13, 25, 2, 6, 12, 26, 14, 18]);
final iterator = myNumbers.iteratorFrom(8,bound:Bound(13,equal:true));
while(iterator.moveNext()) {
print(iterator.current); // 9 , 10 ... 13
}
}
toList #
You can create new lists using range iterators.
f(){
final myNumbers = BinaryTree([10, 8, 16, 4, 9, 13, 25, 2, 6, 12, 26, 14, 18]);
myNumbers.lessThen(16); /// 14 , 13 , ... 2
myNumbers.lessThenOrEqual(16); /// 16 , 14 , 13 , ... 2
myNumbers.greaterThen(16); /// 25 , 26
myNumbers.greaterThenOrEqual(16); /// 16 , 25 , 26
/// custom bound
myNumbers.listFrom(16,bound:Bound(13,equal:true)); /// 16 , 14 , 13
}