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Commit 9423b2a

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sandeepsj64json
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Sum of subsets (#9)
* Create Code.java * Create README.md
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// import visualization libraries {
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import org.algorithm_visualizer.*;
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import java.util.Random;
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// }
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class Main {
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// define tracer variables {
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Array1DTracer array1dTracer = new Array1DTracer("Set");
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LogTracer logTracer = new LogTracer("Console");
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// }
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// define input variables
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int n;
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int s[];
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int d;
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void solve()
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{
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int[] sel=new int[n+1];
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int k=0,sum=0,found=0;
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sel[0]=1;
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array1dTracer.select(k);
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Tracer.delay();
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while(true) {
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if(k<n && sel[k]==1) {
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if(sum+s[k]==d)
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{
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found=1;
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logTracer.print("{");
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for(int i=0;i<n;i++)
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if(sel[i]==1)
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logTracer.print(s[i]+" ");
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logTracer.println("}");
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sel[k]=0;
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Tracer.delay();
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array1dTracer.deselect(k);
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Tracer.delay();
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}
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else if(sum+s[k]<d)
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sum+=s[k];
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else{
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sel[k]=0;
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array1dTracer.deselect(k);
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Tracer.delay();
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}
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}
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else
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{
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k--;
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while(k>=0 && sel[k]==0)
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k--;
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if(k<0)
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break;
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sel[k]=0;
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array1dTracer.deselect(k);
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Tracer.delay();
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sum-=s[k];
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}
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k++;
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if(k<n){
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sel[k]=1;
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array1dTracer.select(k);
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Tracer.delay();
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}
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}
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if(found==0)
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logTracer.println("Not possible subsets");
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}
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Main() {
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// visualize {
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Layout.setRoot(new VerticalLayout(new Commander[]{array1dTracer, logTracer}));
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Tracer.delay();
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// }
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n=10;
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//Randomizing the array{
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s=new int[n];
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Random r=new Random();
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for(int i=0;i<n;i++)
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s[i]=r.nextInt(30);
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d=r.nextInt(100);
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//}
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logTracer.print("The Given set is: ");
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for(int x:s)
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logTracer.print(x+",");
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logTracer.println("\nDesired sum is:"+d);
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logTracer.println("The possible subsets of sum "+d+" are: ");
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array1dTracer.set(s);
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Tracer.delay();
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solve();
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}
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public static void main(String[] args) {
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new Main();
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}
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}
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# Sum of Subset using BackTracking
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## References
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-[Geeksforgeeks](https://www.geeksforgeeks.org/subset-sum-problem-dp-25/)

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