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Hoy les traigo un pequeño ejercicio, el cual consiste en hallar cuadrados en una matriz aleatoria de unos y ceros, en dicha matriz existen dos tipos de cuadrados los de ángulo 0° y ángulo 45°, siendo breves les traigo un ejemplo:
Matriz de 6 X 6
0 1 2 3 4 5
0 0 0 1 0 1 1
1 0 1 0 1 1 1
2 1 0 1 0 1 0
3 0 1 0 1 0 0
4 0 0 1 0 0 0
5 1 0 0 1 0 0
En este caso las coordenadas estan determinadas en filas y columnas, en el ejercicio piden encontrar los puntos que forman los cuadrados, citemos un ejemplo:
El cuadrado de color verde esta formado por los siguientes puntos
(4,0);(4,1);(5,0);(5,1) si esto lo comparamos con un plano cartesiano la variable "X" o abcisa seria el valor de la columna y la variable "Y" o Ordenada sería el valor de fila.
IDE Usado Netbeans.
Lenguaje de Programación: JAVA
IN/OUTPUT DATA : Consola
Estructura del Proyecto:
![](data:image/png;base64,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)
Beans:
package com.square.bean;
import java.util.ArrayList;
/**
*
* @author Administrador
*/
public class Cuadrado {
ArrayList<Punto> puntos=new ArrayList();
int angulo;
public int getAngulo() {
return angulo;
}
public ArrayList<Punto> getPuntos() {
return puntos;
}
public void setAngulo(int angulo) {
this.angulo = angulo;
}
public void setPuntos(ArrayList<Punto> puntos) {
this.puntos = puntos;
}
}
***********************************************************************************
package com.square.bean;
/**
*
* @author Administrador
*/
public class Matriz {
private int filas;
private int columnas;
private Value[][] arreglo;
public Matriz(int row,int column,Value[][]matrix){
filas=row;
columnas=column;
arreglo=matrix;
}
public Value[][] getArreglo() {
return arreglo;
}
public void setArreglo(Value[][] arreglo) {
this.arreglo = arreglo;
}
public int getColumnas() {
return columnas;
}
public void setColumnas(int columnas) {
this.columnas = columnas;
}
public int getFilas() {
return filas;
}
public void setFilas(int filas) {
this.filas = filas;
}
}
***********************************************************************************
package com.square.bean;
/**
*
* @author Administrador
*/
public class Punto {
int fila;
int columna;
public Punto(int x,int y){
fila=x;
columna=y;
}
public int getColumna() {
return columna;
}
public void setColumna(int columna) {
this.columna = columna;
}
public int getFila() {
return fila;
}
public void setFila(int fila) {
this.fila = fila;
}
}
***********************************************************************************
package com.square.bean;
/**
*
* @author Administrador
*/
public class Value {
private String valor;
private Punto point;
public Value(String val,Punto p){
valor=val;
point=p;
}
public Punto getPoint() {
return point;
}
public void setPoint(Punto point) {
this.point = point;
}
public String getValor() {
return valor;
}
public void setValor(String valor) {
this.valor = valor;
}
}
***********************************************************************************
Dao:
package com.square.dao;
import com.square.bean.Matriz;
import com.square.bean.Punto;
import com.square.bean.Value;
import java.util.ArrayList;
import java.util.Random;
/**
*
* @author Administrador
*/
public class DaoMatriz {
public static Matriz generarMatriz(int filas,int columnas){
Value[][] matriz=new Value[filas][columnas];
double aux;
int valor;
Random rnd = new Random();;
for(int i=0;i<filas;i++){
for(int j=0;j<columnas;j++){
aux=rnd.nextDouble();
valor=(int)Math.round(aux);
Punto p=new Punto(i,j);
Value val=new Value(String.valueOf(valor),p);
matriz[i][j]=val;
}
}
Matriz matrix=new Matriz(filas,columnas,matriz);
return matrix;
}
public static void paintMatriz(Matriz matrix){
for(int i=0;i<matrix.getFilas();i++){
for(int j=0;j<matrix.getColumnas();j++){
System.out.print(" "+matrix.getArreglo()[i][j].getValor()+" ");
}
System.out.print("\n");
}
}
public static ArrayList<Value> paintMatrizUnos(Matriz matrix){
ArrayList<Value> listOne=new ArrayList<Value>();
for(int i=0;i<matrix.getFilas();i++){
for(int j=0;j<matrix.getColumnas();j++){
if(matrix.getArreglo()[i][j].getValor().equals("0")){
matrix.getArreglo()[i][j].setValor(".");
}else if(matrix.getArreglo()[i][j].getValor().equals("1")){
listOne.add(matrix.getArreglo()[i][j]);
}
System.out.print(" "+matrix.getArreglo()[i][j].getValor()+" ");
}
System.out.print("\n");
}
return listOne;
}
}
***********************************************************************************
Logic:
package com.square.Logic;
import com.square.bean.Cuadrado;
import com.square.bean.Matriz;
import com.square.bean.Punto;
import com.square.bean.Value;
import java.util.ArrayList;
import java.util.Iterator;
/**
*
* @author Administrador
*/
public class AlgoBusca {
//ALGORTIMO 1
public static ArrayList<Cuadrado> buscarCuadradosAngulo0(Matriz matrix, ArrayList<Value> unos) {
ArrayList<Cuadrado> cuadrados=new ArrayList<Cuadrado>();
Iterator i = unos.iterator();
Value val;
int maxlado = 0;
int contador;
if (matrix.getColumnas() > matrix.getFilas()) {
maxlado = matrix.getColumnas();
} else {
maxlado = matrix.getFilas();
}
boolean valpunto=false;
while (i.hasNext()) {
val=(Value)i.next();
//Moviendose a la Derecha
contador = 2;
valpunto=false;
int fila;
int columna;
while (contador <= maxlado-val.getPoint().getColumna()) {
try{
fila=val.getPoint().getFila();
columna=val.getPoint().getColumna();
Cuadrado cua=new Cuadrado();
//derecha
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila][columna+j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila][columna+j].getPoint());
valpunto=true;
}
}
if(valpunto){
//abajo
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+j][columna+contador-1].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+j][columna+contador-1].getPoint());
valpunto=true;
}
}
}else{
break;
}
if(valpunto){
//izquierda
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+contador-1][columna+contador-1-j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+contador-1][columna+contador-1-j].getPoint());
valpunto=true;
}
}
}else{
break;
}
if(valpunto){
//arriba
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+contador-1-j][columna].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+contador-1-j][columna].getPoint());
valpunto=true;
}
}
}else{
break;
}
if(valpunto){
cua.setAngulo(0);
cuadrados.add(cua);
}
contador=contador+1;
}catch(Exception ex){
contador=contador+1;
}
}
}
return cuadrados;
}
//ALGORTIMO 2
public static ArrayList<Cuadrado> buscarCuadradosAngulo45(Matriz matrix, ArrayList<Value> unos) {
ArrayList<Cuadrado> cuadrados=new ArrayList<Cuadrado>();
Iterator i = unos.iterator();
Value val;
int maxlado = 0;
int contador;
if (matrix.getColumnas() > matrix.getFilas()) {
maxlado = matrix.getColumnas();
} else {
maxlado = matrix.getFilas();
}
boolean valpunto=false;
while (i.hasNext()) {
val=(Value)i.next();
//Moviendose a la Derecha
contador = 2;
valpunto=false;
int fila;
int columna;
int auxfila=0;
int auxcolum=0;
while (contador <= maxlado-val.getPoint().getColumna()) {
try{
fila=val.getPoint().getFila();
columna=val.getPoint().getColumna();
Cuadrado cua=new Cuadrado();
//NE
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila-j][columna+j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila-j][columna+j].getPoint());
valpunto=true;
auxfila=fila-j;
auxcolum=columna+j;
}
}
if(valpunto){
//SE
fila=auxfila;
columna=auxcolum;
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+j][columna+j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+j][columna+j].getPoint());
valpunto=true;
auxfila=fila+j;
auxcolum=columna+j;
}
}
}else{
break;
}
if(valpunto){
//SO
fila=auxfila;
columna=auxcolum;
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+j][columna-j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+j][columna-j].getPoint());
valpunto=true;
auxfila=fila+j;
auxcolum=columna-j;
}
}
}else{
break;
}
if(valpunto){
//NO
fila=auxfila;
columna=auxcolum;
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila-j][columna-j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila-j][columna-j].getPoint());
valpunto=true;
auxfila=fila-j;
auxcolum=columna-j;
}
}
}else{
break;
}
if(valpunto){
cua.setAngulo(45);
cuadrados.add(cua);
}
contador=contador+1;
}catch(Exception ex){
contador=contador+1;
}
}
}
return cuadrados;
}
public static void imprimirCuadrados(ArrayList<Cuadrado> param){
Iterator i=param.iterator();
Iterator j;
System.out.println("Imprimiendo Cuadrados");
Cuadrado c;
Punto p;
int contador=1;
while(i.hasNext()){
c=(Cuadrado)i.next();
System.out.println("Cuadrado N° "+contador);
System.out.println("Angulo "+c.getAngulo());
j=c.getPuntos().iterator();
System.out.println("Puntos que forman el cuadrado ");
while(j.hasNext()){
p=(Punto)j.next();
System.out.println("Punto("+p.getColumna()+","+p.getFila()+")");
}
contador=contador+1;
}
}
}
***********************************************************************************
Clase principal del proyecto main:
package com.square.main;
import com.square.Logic.AlgoBusca;
import com.square.bean.Matriz;
import com.square.dao.DaoMatriz;
import java.util.Random;
import java.util.Scanner;
/**
*
* @author Administrador
*/
public class main {
public static void main(String arg[]){
System.out.println("Bienvenido al Sistema de reconocimiento de cuadrados");
System.out.println("Crear Matriz:");
Scanner teclado=new Scanner(System.in);
System.out.print("Ingrese Numero de Filas:");
int filas=teclado.nextInt();
System.out.print("Ingrese Numero de Columnas:");
int columnas=teclado.nextInt();
Matriz m=DaoMatriz.generarMatriz(filas,columnas);
DaoMatriz.paintMatriz(m);
System.out.println("");
System.out.println("Matriz de Unos");
DaoMatriz.paintMatrizUnos(m);
System.out.println("Busqueda");
System.out.println("CUADRADOS ANGULO 0:");
AlgoBusca.imprimirCuadrados(AlgoBusca.buscarCuadradosAngulo0(m, DaoMatriz.paintMatrizUnos(m)));
System.out.println("===============================================================");
System.out.println("CUADRADOS ANGULO 45:");
AlgoBusca.imprimirCuadrados(AlgoBusca.buscarCuadradosAngulo45(m, DaoMatriz.paintMatrizUnos(m)));
System.out.println("===============================================================");
}
}
Espero les haya gustado y servido. XD
Hoy les traigo un pequeño ejercicio, el cual consiste en hallar cuadrados en una matriz aleatoria de unos y ceros, en dicha matriz existen dos tipos de cuadrados los de ángulo 0° y ángulo 45°, siendo breves les traigo un ejemplo:
Matriz de 6 X 6
0 1 2 3 4 5
0 0 0 1 0 1 1
1 0 1 0 1 1 1
2 1 0 1 0 1 0
3 0 1 0 1 0 0
4 0 0 1 0 0 0
5 1 0 0 1 0 0
En este caso las coordenadas estan determinadas en filas y columnas, en el ejercicio piden encontrar los puntos que forman los cuadrados, citemos un ejemplo:
El cuadrado de color verde esta formado por los siguientes puntos
(4,0);(4,1);(5,0);(5,1) si esto lo comparamos con un plano cartesiano la variable "X" o abcisa seria el valor de la columna y la variable "Y" o Ordenada sería el valor de fila.
IDE Usado Netbeans.
Lenguaje de Programación: JAVA
IN/OUTPUT DATA : Consola
Estructura del Proyecto:
Beans:
package com.square.bean;
import java.util.ArrayList;
/**
*
* @author Administrador
*/
public class Cuadrado {
ArrayList<Punto> puntos=new ArrayList();
int angulo;
public int getAngulo() {
return angulo;
}
public ArrayList<Punto> getPuntos() {
return puntos;
}
public void setAngulo(int angulo) {
this.angulo = angulo;
}
public void setPuntos(ArrayList<Punto> puntos) {
this.puntos = puntos;
}
}
***********************************************************************************
package com.square.bean;
/**
*
* @author Administrador
*/
public class Matriz {
private int filas;
private int columnas;
private Value[][] arreglo;
public Matriz(int row,int column,Value[][]matrix){
filas=row;
columnas=column;
arreglo=matrix;
}
public Value[][] getArreglo() {
return arreglo;
}
public void setArreglo(Value[][] arreglo) {
this.arreglo = arreglo;
}
public int getColumnas() {
return columnas;
}
public void setColumnas(int columnas) {
this.columnas = columnas;
}
public int getFilas() {
return filas;
}
public void setFilas(int filas) {
this.filas = filas;
}
}
***********************************************************************************
package com.square.bean;
/**
*
* @author Administrador
*/
public class Punto {
int fila;
int columna;
public Punto(int x,int y){
fila=x;
columna=y;
}
public int getColumna() {
return columna;
}
public void setColumna(int columna) {
this.columna = columna;
}
public int getFila() {
return fila;
}
public void setFila(int fila) {
this.fila = fila;
}
}
***********************************************************************************
package com.square.bean;
/**
*
* @author Administrador
*/
public class Value {
private String valor;
private Punto point;
public Value(String val,Punto p){
valor=val;
point=p;
}
public Punto getPoint() {
return point;
}
public void setPoint(Punto point) {
this.point = point;
}
public String getValor() {
return valor;
}
public void setValor(String valor) {
this.valor = valor;
}
}
***********************************************************************************
Dao:
package com.square.dao;
import com.square.bean.Matriz;
import com.square.bean.Punto;
import com.square.bean.Value;
import java.util.ArrayList;
import java.util.Random;
/**
*
* @author Administrador
*/
public class DaoMatriz {
public static Matriz generarMatriz(int filas,int columnas){
Value[][] matriz=new Value[filas][columnas];
double aux;
int valor;
Random rnd = new Random();;
for(int i=0;i<filas;i++){
for(int j=0;j<columnas;j++){
aux=rnd.nextDouble();
valor=(int)Math.round(aux);
Punto p=new Punto(i,j);
Value val=new Value(String.valueOf(valor),p);
matriz[i][j]=val;
}
}
Matriz matrix=new Matriz(filas,columnas,matriz);
return matrix;
}
public static void paintMatriz(Matriz matrix){
for(int i=0;i<matrix.getFilas();i++){
for(int j=0;j<matrix.getColumnas();j++){
System.out.print(" "+matrix.getArreglo()[i][j].getValor()+" ");
}
System.out.print("\n");
}
}
public static ArrayList<Value> paintMatrizUnos(Matriz matrix){
ArrayList<Value> listOne=new ArrayList<Value>();
for(int i=0;i<matrix.getFilas();i++){
for(int j=0;j<matrix.getColumnas();j++){
if(matrix.getArreglo()[i][j].getValor().equals("0")){
matrix.getArreglo()[i][j].setValor(".");
}else if(matrix.getArreglo()[i][j].getValor().equals("1")){
listOne.add(matrix.getArreglo()[i][j]);
}
System.out.print(" "+matrix.getArreglo()[i][j].getValor()+" ");
}
System.out.print("\n");
}
return listOne;
}
}
***********************************************************************************
Logic:
package com.square.Logic;
import com.square.bean.Cuadrado;
import com.square.bean.Matriz;
import com.square.bean.Punto;
import com.square.bean.Value;
import java.util.ArrayList;
import java.util.Iterator;
/**
*
* @author Administrador
*/
public class AlgoBusca {
//ALGORTIMO 1
public static ArrayList<Cuadrado> buscarCuadradosAngulo0(Matriz matrix, ArrayList<Value> unos) {
ArrayList<Cuadrado> cuadrados=new ArrayList<Cuadrado>();
Iterator i = unos.iterator();
Value val;
int maxlado = 0;
int contador;
if (matrix.getColumnas() > matrix.getFilas()) {
maxlado = matrix.getColumnas();
} else {
maxlado = matrix.getFilas();
}
boolean valpunto=false;
while (i.hasNext()) {
val=(Value)i.next();
//Moviendose a la Derecha
contador = 2;
valpunto=false;
int fila;
int columna;
while (contador <= maxlado-val.getPoint().getColumna()) {
try{
fila=val.getPoint().getFila();
columna=val.getPoint().getColumna();
Cuadrado cua=new Cuadrado();
//derecha
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila][columna+j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila][columna+j].getPoint());
valpunto=true;
}
}
if(valpunto){
//abajo
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+j][columna+contador-1].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+j][columna+contador-1].getPoint());
valpunto=true;
}
}
}else{
break;
}
if(valpunto){
//izquierda
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+contador-1][columna+contador-1-j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+contador-1][columna+contador-1-j].getPoint());
valpunto=true;
}
}
}else{
break;
}
if(valpunto){
//arriba
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+contador-1-j][columna].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+contador-1-j][columna].getPoint());
valpunto=true;
}
}
}else{
break;
}
if(valpunto){
cua.setAngulo(0);
cuadrados.add(cua);
}
contador=contador+1;
}catch(Exception ex){
contador=contador+1;
}
}
}
return cuadrados;
}
//ALGORTIMO 2
public static ArrayList<Cuadrado> buscarCuadradosAngulo45(Matriz matrix, ArrayList<Value> unos) {
ArrayList<Cuadrado> cuadrados=new ArrayList<Cuadrado>();
Iterator i = unos.iterator();
Value val;
int maxlado = 0;
int contador;
if (matrix.getColumnas() > matrix.getFilas()) {
maxlado = matrix.getColumnas();
} else {
maxlado = matrix.getFilas();
}
boolean valpunto=false;
while (i.hasNext()) {
val=(Value)i.next();
//Moviendose a la Derecha
contador = 2;
valpunto=false;
int fila;
int columna;
int auxfila=0;
int auxcolum=0;
while (contador <= maxlado-val.getPoint().getColumna()) {
try{
fila=val.getPoint().getFila();
columna=val.getPoint().getColumna();
Cuadrado cua=new Cuadrado();
//NE
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila-j][columna+j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila-j][columna+j].getPoint());
valpunto=true;
auxfila=fila-j;
auxcolum=columna+j;
}
}
if(valpunto){
//SE
fila=auxfila;
columna=auxcolum;
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+j][columna+j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+j][columna+j].getPoint());
valpunto=true;
auxfila=fila+j;
auxcolum=columna+j;
}
}
}else{
break;
}
if(valpunto){
//SO
fila=auxfila;
columna=auxcolum;
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila+j][columna-j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila+j][columna-j].getPoint());
valpunto=true;
auxfila=fila+j;
auxcolum=columna-j;
}
}
}else{
break;
}
if(valpunto){
//NO
fila=auxfila;
columna=auxcolum;
for(int j=1;j<contador;j++){
if(!matrix.getArreglo()[fila-j][columna-j].getValor().equals("1")){
valpunto=false;
break;
}else{
cua.getPuntos().add(matrix.getArreglo()[fila-j][columna-j].getPoint());
valpunto=true;
auxfila=fila-j;
auxcolum=columna-j;
}
}
}else{
break;
}
if(valpunto){
cua.setAngulo(45);
cuadrados.add(cua);
}
contador=contador+1;
}catch(Exception ex){
contador=contador+1;
}
}
}
return cuadrados;
}
public static void imprimirCuadrados(ArrayList<Cuadrado> param){
Iterator i=param.iterator();
Iterator j;
System.out.println("Imprimiendo Cuadrados");
Cuadrado c;
Punto p;
int contador=1;
while(i.hasNext()){
c=(Cuadrado)i.next();
System.out.println("Cuadrado N° "+contador);
System.out.println("Angulo "+c.getAngulo());
j=c.getPuntos().iterator();
System.out.println("Puntos que forman el cuadrado ");
while(j.hasNext()){
p=(Punto)j.next();
System.out.println("Punto("+p.getColumna()+","+p.getFila()+")");
}
contador=contador+1;
}
}
}
***********************************************************************************
Clase principal del proyecto main:
package com.square.main;
import com.square.Logic.AlgoBusca;
import com.square.bean.Matriz;
import com.square.dao.DaoMatriz;
import java.util.Random;
import java.util.Scanner;
/**
*
* @author Administrador
*/
public class main {
public static void main(String arg[]){
System.out.println("Bienvenido al Sistema de reconocimiento de cuadrados");
System.out.println("Crear Matriz:");
Scanner teclado=new Scanner(System.in);
System.out.print("Ingrese Numero de Filas:");
int filas=teclado.nextInt();
System.out.print("Ingrese Numero de Columnas:");
int columnas=teclado.nextInt();
Matriz m=DaoMatriz.generarMatriz(filas,columnas);
DaoMatriz.paintMatriz(m);
System.out.println("");
System.out.println("Matriz de Unos");
DaoMatriz.paintMatrizUnos(m);
System.out.println("Busqueda");
System.out.println("CUADRADOS ANGULO 0:");
AlgoBusca.imprimirCuadrados(AlgoBusca.buscarCuadradosAngulo0(m, DaoMatriz.paintMatrizUnos(m)));
System.out.println("===============================================================");
System.out.println("CUADRADOS ANGULO 45:");
AlgoBusca.imprimirCuadrados(AlgoBusca.buscarCuadradosAngulo45(m, DaoMatriz.paintMatrizUnos(m)));
System.out.println("===============================================================");
}
}
Espero les haya gustado y servido. XD
Podrías compartir el código fuente por favor... mi correo es joe-sacha@hotmail.com...gracias de antemano
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