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binary_tree.js
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296 lines (289 loc) · 9.51 KB
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//esto es el botón para resolver una operación
const btnNormalExpression = document.getElementById('btnNormalExpression');
btnNormalExpression.addEventListener('click', () => {
let expresion = String(document.getElementById('normalExpression').value);
let divRes=document.getElementById('divRes');
let myTree = new binary_tree;
myTree.makeTree(expresion);
divRes.innerHTML=`<h4>Expresión preOrden:</h4><p>${myTree.listPreOrder()}</p><h4>Expresión postOrden: </h4><p>${myTree.listPostOrder()}</p><h4>Resultado: </h4><p>${myTree.calculatePreOrder(myTree.listPreOrder())}</p>`;
});
//esto es el botón para limpiar los valores de los inputs y de el div de respuestas
const btnLimpiar = document.getElementById('btnLimpiar');
btnLimpiar.addEventListener('click', () => {
document.getElementById('normalExpression').value="";
document.getElementById('preOrderExpression').value="";
document.getElementById('postOrderExpression').value="";
document.getElementById('divRes').innerHTML="";
});
//este botón muestra el resultado de una expresión preorden
const btnPreOrder = document.getElementById('btnPreOrderExpression');
btnPreOrder.addEventListener('click', () => {
let expresion = String(document.getElementById('preOrderExpression').value);
let divRes=document.getElementById('divRes');
let myTree = new binary_tree;
divRes.innerHTML=`<h4>Resultado de tu preOrden: </h4><p>${myTree.calculatePreOrder(expresion)}</p>`;
});
//este botón muestra el resultado de una expresión postorden
const btnPostOrder = document.getElementById('btnPostOrderExpression');
btnPostOrder.addEventListener('click', () => {
let expresion = String(document.getElementById('postOrderExpression').value);
let divRes=document.getElementById('divRes');
let myTree = new binary_tree;
divRes.innerHTML=`<h4>Resultado de tu postOrden: </h4><p>${myTree.calculatePostOrder(expresion)}</p>`;
});
class node{ //nodos
constructor(value){
this.value = value;
this.left = null;
this.right = null;
this.next = null;
this.previous = null;
}
}
class binary_tree{ //arbol binario con root
constructor(){
this.root = null;
}
add(newNode){
if(this.root == null){
this.root = newNode;
}
else{
this._addRecursive(this.root, newNode);
}
}
_addRecursive(current, newNode){
if(newNode.value < current.value){
if(current.left == null){
current.left = newNode;
}
else{
this._addRecursive(current.left, newNode);
}
}
else{
if(current.right == null){
current.right = newNode;
}
else{
this._addRecursive(current.right, newNode);
}
}
}
search(nodeNum){
if(this.root == null){
return null;
}
else{
return this._searchRecursive(this.root, nodeNum);
}
}
_searchRecursive(current, nodeNum){
if(current == null){
return null
}
if(nodeNum == current.value){
return current
}
if(nodeNum < current.value){
return this._searchRecursive(current.left, nodeNum);
}
else{
return this._searchRecursive(current.right, nodeNum);
}
}
listInOrder(){ //da el recorrido in order de un árbol
if(this.root == null){
console.log("")
}
else{
this._listInOrderRecursive(this.root)
}
}
_listInOrderRecursive(root){
if(root.left != null){
this._listInOrderRecursive(root.left)
}
console.log(root.value)
if (root.right != null){
this._listInOrderRecursive(root.right)
}
}
listPreOrder(){ //da el recorrido pre order de un árbol
if(this.root == null){
return ""
}
else{
return this._listPreOrderRecursive(this.root)
}
}
_listPreOrderRecursive(root){
let res="";
res=root.value
if(root.left != null){
res+=this._listPreOrderRecursive(root.left)
}
if (root.right != null){
res+=this._listPreOrderRecursive(root.right)
}
return res;
}
listPostOrder(){ //da el recorrido post order de un árbol
if(this.root == null){
return "";
}
else{
return this._listPostOrderRecursive(this.root)
}
}
_listPostOrderRecursive(root){
let res = "";
if(root.left != null){
res += this._listPostOrderRecursive(root.left)
}
if (root.right != null){
res += this._listPostOrderRecursive(root.right)
}
res+=root.value
return res;
}
makeTree(expression){ //este método pide una expresión matemática en string, la convierte en una lista doblemente enlazada y de esa lista va sacando nodos y convirtiendo la lista en un arbol binario, devuelve el root del árbol
let splitted_expression = expression.split("")
let listNodes = new doubleLinkedList
for(let i = 0; i < splitted_expression.length; i++){
listNodes.add(new node(splitted_expression[i]))
}
let aux = listNodes.first;
while(aux.next != null){
if (aux.value == '*' || aux.value == '/'){
aux.left = aux.previous
aux.right = aux.next
aux.previous.next = null
aux.previous = aux.previous.previous
if(aux.previous!=null){
aux.previous.next.previous = null
aux.previous.next = aux
}
aux.next.previous = null
aux.next = aux.next.next
if(aux.next!=null){
aux.next.previous.next = null
aux.next.previous = aux
aux = aux.next
}
}
else{
aux = aux.next
}
}
while(aux.previous != null){
aux = aux.previous
}
listNodes.first = aux
while(aux.next != null){
if (aux.value == '+' || aux.value == '-'){
aux.left = aux.previous
aux.right = aux.next
aux.previous.next = null
aux.previous = aux.previous.previous
if(aux.previous!=null){
aux.previous.next.previous = null
aux.previous.next = aux
}
aux.next.previous = null
aux.next = aux.next.next
if(aux.next!=null){
aux.next.previous.next = null
aux.next.previous = aux
aux = aux.next
}
}
else{
aux = aux.next
}
}
this.root = aux
}
calculatePreOrder(expression){ //pide la expresión preorder y calcula su resultado
let exp1 = expression.split("")
let exp2 = []
for(let i = exp1.length-1; i >= 0; i--){
switch(exp1[i]){
case '*':
exp2.push(parseFloat(exp2.pop())*parseFloat(exp2.pop()))
break;
case '/':
exp2.push(parseFloat(exp2.pop())/parseFloat(exp2.pop()))
break;
case '+':
exp2.push(parseFloat(exp2.pop()) + parseFloat(exp2.pop()))
break;
case '-':
exp2.push(parseFloat(exp2.pop())-parseFloat(exp2.pop()))
break;
default:
exp2.push(exp1[i])
break;
}
}
return exp2.pop()
}
calculatePostOrder(expression){ //pide la expresión postorder y calcula su resultado
let exp1 = expression.split("")
let exp2 = []
let aux1 = 0
let aux2 = 0
for(let i = 0; i < exp1.length; i++){
if(exp1[i] == '*' || exp1[i] == '/' || exp1[i] == '+' || exp1[i] == '-'){
aux2 = parseFloat(exp2.pop())
aux1 = parseFloat(exp2.pop())
}
switch(exp1[i]){
case '*':
exp2.push((aux1) * (aux2))
break;
case '/':
exp2.push((aux1) / (aux2))
break;
case '+':
exp2.push((aux1) + (aux2))
break;
case '-':
exp2.push((aux1) - (aux2))
break;
default:
exp2.push(exp1[i])
break;
}
}
return exp2.pop()
}
}
class doubleLinkedList {
constructor(){
this.first=null;
}
add(newNode){
if (this.first==null)
this.first=newNode;
else{
let aux=this.first;
while (aux.next!=null)
aux=aux.next;
aux.next=newNode;
newNode.previous=aux;
}
}
listar(){
if (this.first==null)
return "";
else
return this._recListar(this.first);
}
_recListar(nodo){
if (nodo.next==null)
return nodo.value;
else
return nodo.value + ' ' + this._recListar(nodo.next);
}
}