Minimum Sum Path of Pyramid with Data Structures

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I have a program that uses ArrayLists to store a pyramid that has been read by a txt file and calculates the minimum sum value of travelling from the top of the pyramid to the bottom.



My code's main method is like this:



File file1 = new File(args[0]);
Scanner reader = new Scanner(file1); // The Scanner that is going to read file1.
try {
int pyramidSize = reader.nextInt();
System.out.println("Pyramid Size = " + pyramidSize);
ArrayList<ArrayList <Integer>> solution1List = new ArrayList<ArrayList <Integer>>(pyramidSize);

// Reads all integers to an array list.
for(int i = 0; i < pyramidSize; i++)
solution1List.add(new ArrayList<Integer>());

int row = 0;
int ctr = 0;
int rowCounter = 1;

while(reader.hasNext())

if(reader.hasNextInt())

while(row < rowCounter)
int temporaryForSolution1Integer = reader.nextInt();
solution1List.get(ctr).add(temporaryForSolution1Integer);
row++;

row = 0;
ctr++;
rowCounter++;

else
reader.next();
row++;



System.out.println("Triangle size is = " + solution1List.size());
System.out.println("The minimum sum path is = " + minimumSumPath(solution1List));


And my method for calculating the sum is like this:



public static int minimumSumPath(ArrayList<ArrayList<Integer>> triangle) 

if (triangle.size() == 0)
return 0;

int size = triangle.size();
int min = Integer.MAX_VALUE;

int sum = new int[size];
sum[0] = triangle.get(0).get(0);

for(int current = 1; current <= size - 1; current++)
int next_size = triangle.get(current).size();

for(int next = next_size - 1; next >= 0; next--)
if (next == 0) // Sum[0] gets done by walking the leftmost direct way.
sum[0] = sum[0] + triangle.get(current).get(next);

else if (next == (next_size - 1)) // Reaches to the rightmost element of that iteration
sum[next] = sum[next-1] + triangle.get(current).get(next);

else // Provides sum[next] to be the minimal sum that can come there
sum[next] = Math.min(sum[next-1], sum[next]) + triangle.get(current).get(next);




for(int i = 0; i < size; i++)
if(sum[i] < min)
min = sum[i];


return min;



My code is working properly. But I wonder if I can do this by implementing with a kind of Tree Data Structure (or other data structure but I thought maybe it could be done with a Tree but I couldn't figure which kind of Tree?). Any advice? I would appreciate any help and recommendation.







share|improve this question



























    up vote
    2
    down vote

    favorite
    1












    I have a program that uses ArrayLists to store a pyramid that has been read by a txt file and calculates the minimum sum value of travelling from the top of the pyramid to the bottom.



    My code's main method is like this:



    File file1 = new File(args[0]);
    Scanner reader = new Scanner(file1); // The Scanner that is going to read file1.
    try {
    int pyramidSize = reader.nextInt();
    System.out.println("Pyramid Size = " + pyramidSize);
    ArrayList<ArrayList <Integer>> solution1List = new ArrayList<ArrayList <Integer>>(pyramidSize);

    // Reads all integers to an array list.
    for(int i = 0; i < pyramidSize; i++)
    solution1List.add(new ArrayList<Integer>());

    int row = 0;
    int ctr = 0;
    int rowCounter = 1;

    while(reader.hasNext())

    if(reader.hasNextInt())

    while(row < rowCounter)
    int temporaryForSolution1Integer = reader.nextInt();
    solution1List.get(ctr).add(temporaryForSolution1Integer);
    row++;

    row = 0;
    ctr++;
    rowCounter++;

    else
    reader.next();
    row++;



    System.out.println("Triangle size is = " + solution1List.size());
    System.out.println("The minimum sum path is = " + minimumSumPath(solution1List));


    And my method for calculating the sum is like this:



    public static int minimumSumPath(ArrayList<ArrayList<Integer>> triangle) 

    if (triangle.size() == 0)
    return 0;

    int size = triangle.size();
    int min = Integer.MAX_VALUE;

    int sum = new int[size];
    sum[0] = triangle.get(0).get(0);

    for(int current = 1; current <= size - 1; current++)
    int next_size = triangle.get(current).size();

    for(int next = next_size - 1; next >= 0; next--)
    if (next == 0) // Sum[0] gets done by walking the leftmost direct way.
    sum[0] = sum[0] + triangle.get(current).get(next);

    else if (next == (next_size - 1)) // Reaches to the rightmost element of that iteration
    sum[next] = sum[next-1] + triangle.get(current).get(next);

    else // Provides sum[next] to be the minimal sum that can come there
    sum[next] = Math.min(sum[next-1], sum[next]) + triangle.get(current).get(next);




    for(int i = 0; i < size; i++)
    if(sum[i] < min)
    min = sum[i];


    return min;



    My code is working properly. But I wonder if I can do this by implementing with a kind of Tree Data Structure (or other data structure but I thought maybe it could be done with a Tree but I couldn't figure which kind of Tree?). Any advice? I would appreciate any help and recommendation.







    share|improve this question























      up vote
      2
      down vote

      favorite
      1









      up vote
      2
      down vote

      favorite
      1






      1





      I have a program that uses ArrayLists to store a pyramid that has been read by a txt file and calculates the minimum sum value of travelling from the top of the pyramid to the bottom.



      My code's main method is like this:



      File file1 = new File(args[0]);
      Scanner reader = new Scanner(file1); // The Scanner that is going to read file1.
      try {
      int pyramidSize = reader.nextInt();
      System.out.println("Pyramid Size = " + pyramidSize);
      ArrayList<ArrayList <Integer>> solution1List = new ArrayList<ArrayList <Integer>>(pyramidSize);

      // Reads all integers to an array list.
      for(int i = 0; i < pyramidSize; i++)
      solution1List.add(new ArrayList<Integer>());

      int row = 0;
      int ctr = 0;
      int rowCounter = 1;

      while(reader.hasNext())

      if(reader.hasNextInt())

      while(row < rowCounter)
      int temporaryForSolution1Integer = reader.nextInt();
      solution1List.get(ctr).add(temporaryForSolution1Integer);
      row++;

      row = 0;
      ctr++;
      rowCounter++;

      else
      reader.next();
      row++;



      System.out.println("Triangle size is = " + solution1List.size());
      System.out.println("The minimum sum path is = " + minimumSumPath(solution1List));


      And my method for calculating the sum is like this:



      public static int minimumSumPath(ArrayList<ArrayList<Integer>> triangle) 

      if (triangle.size() == 0)
      return 0;

      int size = triangle.size();
      int min = Integer.MAX_VALUE;

      int sum = new int[size];
      sum[0] = triangle.get(0).get(0);

      for(int current = 1; current <= size - 1; current++)
      int next_size = triangle.get(current).size();

      for(int next = next_size - 1; next >= 0; next--)
      if (next == 0) // Sum[0] gets done by walking the leftmost direct way.
      sum[0] = sum[0] + triangle.get(current).get(next);

      else if (next == (next_size - 1)) // Reaches to the rightmost element of that iteration
      sum[next] = sum[next-1] + triangle.get(current).get(next);

      else // Provides sum[next] to be the minimal sum that can come there
      sum[next] = Math.min(sum[next-1], sum[next]) + triangle.get(current).get(next);




      for(int i = 0; i < size; i++)
      if(sum[i] < min)
      min = sum[i];


      return min;



      My code is working properly. But I wonder if I can do this by implementing with a kind of Tree Data Structure (or other data structure but I thought maybe it could be done with a Tree but I couldn't figure which kind of Tree?). Any advice? I would appreciate any help and recommendation.







      share|improve this question













      I have a program that uses ArrayLists to store a pyramid that has been read by a txt file and calculates the minimum sum value of travelling from the top of the pyramid to the bottom.



      My code's main method is like this:



      File file1 = new File(args[0]);
      Scanner reader = new Scanner(file1); // The Scanner that is going to read file1.
      try {
      int pyramidSize = reader.nextInt();
      System.out.println("Pyramid Size = " + pyramidSize);
      ArrayList<ArrayList <Integer>> solution1List = new ArrayList<ArrayList <Integer>>(pyramidSize);

      // Reads all integers to an array list.
      for(int i = 0; i < pyramidSize; i++)
      solution1List.add(new ArrayList<Integer>());

      int row = 0;
      int ctr = 0;
      int rowCounter = 1;

      while(reader.hasNext())

      if(reader.hasNextInt())

      while(row < rowCounter)
      int temporaryForSolution1Integer = reader.nextInt();
      solution1List.get(ctr).add(temporaryForSolution1Integer);
      row++;

      row = 0;
      ctr++;
      rowCounter++;

      else
      reader.next();
      row++;



      System.out.println("Triangle size is = " + solution1List.size());
      System.out.println("The minimum sum path is = " + minimumSumPath(solution1List));


      And my method for calculating the sum is like this:



      public static int minimumSumPath(ArrayList<ArrayList<Integer>> triangle) 

      if (triangle.size() == 0)
      return 0;

      int size = triangle.size();
      int min = Integer.MAX_VALUE;

      int sum = new int[size];
      sum[0] = triangle.get(0).get(0);

      for(int current = 1; current <= size - 1; current++)
      int next_size = triangle.get(current).size();

      for(int next = next_size - 1; next >= 0; next--)
      if (next == 0) // Sum[0] gets done by walking the leftmost direct way.
      sum[0] = sum[0] + triangle.get(current).get(next);

      else if (next == (next_size - 1)) // Reaches to the rightmost element of that iteration
      sum[next] = sum[next-1] + triangle.get(current).get(next);

      else // Provides sum[next] to be the minimal sum that can come there
      sum[next] = Math.min(sum[next-1], sum[next]) + triangle.get(current).get(next);




      for(int i = 0; i < size; i++)
      if(sum[i] < min)
      min = sum[i];


      return min;



      My code is working properly. But I wonder if I can do this by implementing with a kind of Tree Data Structure (or other data structure but I thought maybe it could be done with a Tree but I couldn't figure which kind of Tree?). Any advice? I would appreciate any help and recommendation.









      share|improve this question












      share|improve this question




      share|improve this question








      edited Jun 8 at 14:19









      Mast

      7,32663484




      7,32663484









      asked Jun 8 at 13:17









      Berk Utku Yenisey

      1113




      1113




















          1 Answer
          1






          active

          oldest

          votes

















          up vote
          0
          down vote



          accepted










          I have solved it by creating my own Tree. Here is how it is:



          import java.util.LinkedList;
          import java.util.Queue;
          public class SolutionTree

          SolutionNode root;

          public SolutionTree()
          root = null;


          public void addRoot(int rootValue)
          root = new SolutionNode(rootValue);


          // New Node Adder
          public void addSolutionNode(int newNodeValue)
          SolutionNode newNode = new SolutionNode(newNodeValue);
          SolutionNode newNodeRoot = breadth(root);
          if(newNodeRoot.getChildLeft() == null)
          newNodeRoot.setChildLeft(newNode);
          newNode.setParentLeft(newNodeRoot);

          else if(newNodeRoot.getChildRight() == null)
          newNodeRoot.setChildRight(newNode);
          newNode.setParentLeft(newNodeRoot);
          if(newNodeRoot != root)
          if(newNodeRoot.getParentLeft().getChildRight().getChildLeft() == null)
          newNodeRoot.getParentLeft().getChildRight().setChildLeft(newNode);
          newNode.setParentRight(newNodeRoot.getParentLeft().getChildRight());





          // Node Class of Solution Tree
          protected class SolutionNode

          private int value;
          private SolutionNode parentLeft;
          private SolutionNode parentRight;
          private SolutionNode childLeft;
          private SolutionNode childRight;

          // Constructor
          public SolutionNode()
          value = 0;
          parentLeft = null;
          parentRight = null;
          childLeft = null;
          childRight = null;


          // Constructor
          public SolutionNode(int v)
          value = v;
          parentLeft = null;
          parentRight = null;
          childLeft = null;
          childRight = null;


          // MODIFIERS

          public void setValue(int val)
          value = val;


          public void setParentLeft(SolutionNode leftParent)
          parentLeft = leftParent;


          public void setParentRight(SolutionNode rightParent)
          parentLeft = rightParent;


          public void setChildLeft(SolutionNode leftChild)
          childLeft = leftChild;


          public void setChildRight(SolutionNode rightChild)
          childRight = rightChild;


          //ACCESSORS

          public int getValue()
          return value;


          public SolutionNode getParentLeft()
          return parentLeft;


          public SolutionNode getParentRight()
          return parentRight;


          public SolutionNode getChildLeft()
          return childLeft;


          public SolutionNode getChildRight()
          return childRight;







          // function to compute the minimum sum path
          // It only returns the sum of the values of nodes on the min sum path
          int minSumPath(SolutionNode current)
          if(current == null)
          return 0;

          int sum = current.getValue();

          int left_sum = minSumPath(current.childLeft);
          int right_sum = minSumPath(current.childRight);

          if(left_sum <= right_sum)
          sum += minSumPath(current.childLeft);

          else
          sum += minSumPath(current.childRight);


          return sum;


          // Breadth First Traversal
          public static SolutionNode breadth(SolutionNode root)
          Queue<SolutionNode> queue = new LinkedList<SolutionNode>() ;
          if (root == null)
          return null;
          queue.clear();
          queue.add(root);
          while(!queue.isEmpty())
          SolutionNode node = queue.remove();
          if(node.childLeft != null)
          queue.add(node.childLeft);
          if(node.childRight != null)
          queue.add(node.childRight);
          if(node.childLeft == null
          return null;






          I am invoking minSumPath at the main of my file reading program.



          Have a nice day.






          share|improve this answer





















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            1 Answer
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            active

            oldest

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            1 Answer
            1






            active

            oldest

            votes









            active

            oldest

            votes






            active

            oldest

            votes








            up vote
            0
            down vote



            accepted










            I have solved it by creating my own Tree. Here is how it is:



            import java.util.LinkedList;
            import java.util.Queue;
            public class SolutionTree

            SolutionNode root;

            public SolutionTree()
            root = null;


            public void addRoot(int rootValue)
            root = new SolutionNode(rootValue);


            // New Node Adder
            public void addSolutionNode(int newNodeValue)
            SolutionNode newNode = new SolutionNode(newNodeValue);
            SolutionNode newNodeRoot = breadth(root);
            if(newNodeRoot.getChildLeft() == null)
            newNodeRoot.setChildLeft(newNode);
            newNode.setParentLeft(newNodeRoot);

            else if(newNodeRoot.getChildRight() == null)
            newNodeRoot.setChildRight(newNode);
            newNode.setParentLeft(newNodeRoot);
            if(newNodeRoot != root)
            if(newNodeRoot.getParentLeft().getChildRight().getChildLeft() == null)
            newNodeRoot.getParentLeft().getChildRight().setChildLeft(newNode);
            newNode.setParentRight(newNodeRoot.getParentLeft().getChildRight());





            // Node Class of Solution Tree
            protected class SolutionNode

            private int value;
            private SolutionNode parentLeft;
            private SolutionNode parentRight;
            private SolutionNode childLeft;
            private SolutionNode childRight;

            // Constructor
            public SolutionNode()
            value = 0;
            parentLeft = null;
            parentRight = null;
            childLeft = null;
            childRight = null;


            // Constructor
            public SolutionNode(int v)
            value = v;
            parentLeft = null;
            parentRight = null;
            childLeft = null;
            childRight = null;


            // MODIFIERS

            public void setValue(int val)
            value = val;


            public void setParentLeft(SolutionNode leftParent)
            parentLeft = leftParent;


            public void setParentRight(SolutionNode rightParent)
            parentLeft = rightParent;


            public void setChildLeft(SolutionNode leftChild)
            childLeft = leftChild;


            public void setChildRight(SolutionNode rightChild)
            childRight = rightChild;


            //ACCESSORS

            public int getValue()
            return value;


            public SolutionNode getParentLeft()
            return parentLeft;


            public SolutionNode getParentRight()
            return parentRight;


            public SolutionNode getChildLeft()
            return childLeft;


            public SolutionNode getChildRight()
            return childRight;







            // function to compute the minimum sum path
            // It only returns the sum of the values of nodes on the min sum path
            int minSumPath(SolutionNode current)
            if(current == null)
            return 0;

            int sum = current.getValue();

            int left_sum = minSumPath(current.childLeft);
            int right_sum = minSumPath(current.childRight);

            if(left_sum <= right_sum)
            sum += minSumPath(current.childLeft);

            else
            sum += minSumPath(current.childRight);


            return sum;


            // Breadth First Traversal
            public static SolutionNode breadth(SolutionNode root)
            Queue<SolutionNode> queue = new LinkedList<SolutionNode>() ;
            if (root == null)
            return null;
            queue.clear();
            queue.add(root);
            while(!queue.isEmpty())
            SolutionNode node = queue.remove();
            if(node.childLeft != null)
            queue.add(node.childLeft);
            if(node.childRight != null)
            queue.add(node.childRight);
            if(node.childLeft == null
            return null;






            I am invoking minSumPath at the main of my file reading program.



            Have a nice day.






            share|improve this answer

























              up vote
              0
              down vote



              accepted










              I have solved it by creating my own Tree. Here is how it is:



              import java.util.LinkedList;
              import java.util.Queue;
              public class SolutionTree

              SolutionNode root;

              public SolutionTree()
              root = null;


              public void addRoot(int rootValue)
              root = new SolutionNode(rootValue);


              // New Node Adder
              public void addSolutionNode(int newNodeValue)
              SolutionNode newNode = new SolutionNode(newNodeValue);
              SolutionNode newNodeRoot = breadth(root);
              if(newNodeRoot.getChildLeft() == null)
              newNodeRoot.setChildLeft(newNode);
              newNode.setParentLeft(newNodeRoot);

              else if(newNodeRoot.getChildRight() == null)
              newNodeRoot.setChildRight(newNode);
              newNode.setParentLeft(newNodeRoot);
              if(newNodeRoot != root)
              if(newNodeRoot.getParentLeft().getChildRight().getChildLeft() == null)
              newNodeRoot.getParentLeft().getChildRight().setChildLeft(newNode);
              newNode.setParentRight(newNodeRoot.getParentLeft().getChildRight());





              // Node Class of Solution Tree
              protected class SolutionNode

              private int value;
              private SolutionNode parentLeft;
              private SolutionNode parentRight;
              private SolutionNode childLeft;
              private SolutionNode childRight;

              // Constructor
              public SolutionNode()
              value = 0;
              parentLeft = null;
              parentRight = null;
              childLeft = null;
              childRight = null;


              // Constructor
              public SolutionNode(int v)
              value = v;
              parentLeft = null;
              parentRight = null;
              childLeft = null;
              childRight = null;


              // MODIFIERS

              public void setValue(int val)
              value = val;


              public void setParentLeft(SolutionNode leftParent)
              parentLeft = leftParent;


              public void setParentRight(SolutionNode rightParent)
              parentLeft = rightParent;


              public void setChildLeft(SolutionNode leftChild)
              childLeft = leftChild;


              public void setChildRight(SolutionNode rightChild)
              childRight = rightChild;


              //ACCESSORS

              public int getValue()
              return value;


              public SolutionNode getParentLeft()
              return parentLeft;


              public SolutionNode getParentRight()
              return parentRight;


              public SolutionNode getChildLeft()
              return childLeft;


              public SolutionNode getChildRight()
              return childRight;







              // function to compute the minimum sum path
              // It only returns the sum of the values of nodes on the min sum path
              int minSumPath(SolutionNode current)
              if(current == null)
              return 0;

              int sum = current.getValue();

              int left_sum = minSumPath(current.childLeft);
              int right_sum = minSumPath(current.childRight);

              if(left_sum <= right_sum)
              sum += minSumPath(current.childLeft);

              else
              sum += minSumPath(current.childRight);


              return sum;


              // Breadth First Traversal
              public static SolutionNode breadth(SolutionNode root)
              Queue<SolutionNode> queue = new LinkedList<SolutionNode>() ;
              if (root == null)
              return null;
              queue.clear();
              queue.add(root);
              while(!queue.isEmpty())
              SolutionNode node = queue.remove();
              if(node.childLeft != null)
              queue.add(node.childLeft);
              if(node.childRight != null)
              queue.add(node.childRight);
              if(node.childLeft == null
              return null;






              I am invoking minSumPath at the main of my file reading program.



              Have a nice day.






              share|improve this answer























                up vote
                0
                down vote



                accepted







                up vote
                0
                down vote



                accepted






                I have solved it by creating my own Tree. Here is how it is:



                import java.util.LinkedList;
                import java.util.Queue;
                public class SolutionTree

                SolutionNode root;

                public SolutionTree()
                root = null;


                public void addRoot(int rootValue)
                root = new SolutionNode(rootValue);


                // New Node Adder
                public void addSolutionNode(int newNodeValue)
                SolutionNode newNode = new SolutionNode(newNodeValue);
                SolutionNode newNodeRoot = breadth(root);
                if(newNodeRoot.getChildLeft() == null)
                newNodeRoot.setChildLeft(newNode);
                newNode.setParentLeft(newNodeRoot);

                else if(newNodeRoot.getChildRight() == null)
                newNodeRoot.setChildRight(newNode);
                newNode.setParentLeft(newNodeRoot);
                if(newNodeRoot != root)
                if(newNodeRoot.getParentLeft().getChildRight().getChildLeft() == null)
                newNodeRoot.getParentLeft().getChildRight().setChildLeft(newNode);
                newNode.setParentRight(newNodeRoot.getParentLeft().getChildRight());





                // Node Class of Solution Tree
                protected class SolutionNode

                private int value;
                private SolutionNode parentLeft;
                private SolutionNode parentRight;
                private SolutionNode childLeft;
                private SolutionNode childRight;

                // Constructor
                public SolutionNode()
                value = 0;
                parentLeft = null;
                parentRight = null;
                childLeft = null;
                childRight = null;


                // Constructor
                public SolutionNode(int v)
                value = v;
                parentLeft = null;
                parentRight = null;
                childLeft = null;
                childRight = null;


                // MODIFIERS

                public void setValue(int val)
                value = val;


                public void setParentLeft(SolutionNode leftParent)
                parentLeft = leftParent;


                public void setParentRight(SolutionNode rightParent)
                parentLeft = rightParent;


                public void setChildLeft(SolutionNode leftChild)
                childLeft = leftChild;


                public void setChildRight(SolutionNode rightChild)
                childRight = rightChild;


                //ACCESSORS

                public int getValue()
                return value;


                public SolutionNode getParentLeft()
                return parentLeft;


                public SolutionNode getParentRight()
                return parentRight;


                public SolutionNode getChildLeft()
                return childLeft;


                public SolutionNode getChildRight()
                return childRight;







                // function to compute the minimum sum path
                // It only returns the sum of the values of nodes on the min sum path
                int minSumPath(SolutionNode current)
                if(current == null)
                return 0;

                int sum = current.getValue();

                int left_sum = minSumPath(current.childLeft);
                int right_sum = minSumPath(current.childRight);

                if(left_sum <= right_sum)
                sum += minSumPath(current.childLeft);

                else
                sum += minSumPath(current.childRight);


                return sum;


                // Breadth First Traversal
                public static SolutionNode breadth(SolutionNode root)
                Queue<SolutionNode> queue = new LinkedList<SolutionNode>() ;
                if (root == null)
                return null;
                queue.clear();
                queue.add(root);
                while(!queue.isEmpty())
                SolutionNode node = queue.remove();
                if(node.childLeft != null)
                queue.add(node.childLeft);
                if(node.childRight != null)
                queue.add(node.childRight);
                if(node.childLeft == null
                return null;






                I am invoking minSumPath at the main of my file reading program.



                Have a nice day.






                share|improve this answer













                I have solved it by creating my own Tree. Here is how it is:



                import java.util.LinkedList;
                import java.util.Queue;
                public class SolutionTree

                SolutionNode root;

                public SolutionTree()
                root = null;


                public void addRoot(int rootValue)
                root = new SolutionNode(rootValue);


                // New Node Adder
                public void addSolutionNode(int newNodeValue)
                SolutionNode newNode = new SolutionNode(newNodeValue);
                SolutionNode newNodeRoot = breadth(root);
                if(newNodeRoot.getChildLeft() == null)
                newNodeRoot.setChildLeft(newNode);
                newNode.setParentLeft(newNodeRoot);

                else if(newNodeRoot.getChildRight() == null)
                newNodeRoot.setChildRight(newNode);
                newNode.setParentLeft(newNodeRoot);
                if(newNodeRoot != root)
                if(newNodeRoot.getParentLeft().getChildRight().getChildLeft() == null)
                newNodeRoot.getParentLeft().getChildRight().setChildLeft(newNode);
                newNode.setParentRight(newNodeRoot.getParentLeft().getChildRight());





                // Node Class of Solution Tree
                protected class SolutionNode

                private int value;
                private SolutionNode parentLeft;
                private SolutionNode parentRight;
                private SolutionNode childLeft;
                private SolutionNode childRight;

                // Constructor
                public SolutionNode()
                value = 0;
                parentLeft = null;
                parentRight = null;
                childLeft = null;
                childRight = null;


                // Constructor
                public SolutionNode(int v)
                value = v;
                parentLeft = null;
                parentRight = null;
                childLeft = null;
                childRight = null;


                // MODIFIERS

                public void setValue(int val)
                value = val;


                public void setParentLeft(SolutionNode leftParent)
                parentLeft = leftParent;


                public void setParentRight(SolutionNode rightParent)
                parentLeft = rightParent;


                public void setChildLeft(SolutionNode leftChild)
                childLeft = leftChild;


                public void setChildRight(SolutionNode rightChild)
                childRight = rightChild;


                //ACCESSORS

                public int getValue()
                return value;


                public SolutionNode getParentLeft()
                return parentLeft;


                public SolutionNode getParentRight()
                return parentRight;


                public SolutionNode getChildLeft()
                return childLeft;


                public SolutionNode getChildRight()
                return childRight;







                // function to compute the minimum sum path
                // It only returns the sum of the values of nodes on the min sum path
                int minSumPath(SolutionNode current)
                if(current == null)
                return 0;

                int sum = current.getValue();

                int left_sum = minSumPath(current.childLeft);
                int right_sum = minSumPath(current.childRight);

                if(left_sum <= right_sum)
                sum += minSumPath(current.childLeft);

                else
                sum += minSumPath(current.childRight);


                return sum;


                // Breadth First Traversal
                public static SolutionNode breadth(SolutionNode root)
                Queue<SolutionNode> queue = new LinkedList<SolutionNode>() ;
                if (root == null)
                return null;
                queue.clear();
                queue.add(root);
                while(!queue.isEmpty())
                SolutionNode node = queue.remove();
                if(node.childLeft != null)
                queue.add(node.childLeft);
                if(node.childRight != null)
                queue.add(node.childRight);
                if(node.childLeft == null
                return null;






                I am invoking minSumPath at the main of my file reading program.



                Have a nice day.







                share|improve this answer













                share|improve this answer



                share|improve this answer











                answered Jun 18 at 10:36









                Berk Utku Yenisey

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