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} DBUG_RETURN(N); } The push_joins() method searches the tree from the starting node (QN) and pushes the join node (pNode) down the tree to a position where the join is the parent of two nodes that contain the relations specified in the children of the join. Listing 11-19 shows the source code for this method. Listing 11-19. Push Joins /* Push joins down the tree. SYNOPSIS push_restrictions() query_node *QN IN the node to operate on query_node *pNode IN the node containing the join DESCRIPTION This method looks for theta joins and pushes them down the tree to the parent of two nodes that contain the relations specified. NOTES This is a RECURSIVE method! RETURN VALUE Success = 0 Failed = 1 */ int Query_tree::push_joins(query_node *QN, query_node *pNode) { DBUG_ENTER("push_joins"); COND *lField; COND *rField; expr_node *node; if(!pNode->join_expr) DBUG_RETURN(0); node = pNode->join_expr->get_expression(0); if (!node) DBUG_RETURN(0); lField = node->left_op; rField = node->right_op; /* Node must have expressions and not be null */ if((QN != NULL) && (pNode != NULL) && (pNode->join_expr->num_expressions() > 0))

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Now let s create a simple test (listing 4.6) to see the effects of multiple advice on a join point.

You have monthly sales figures for each sales manager, and would like to see what percent of their total sales came from each product category. In your pivot table, Sales Manager is in the row area, Category is in the column area, and Units is in the data area (see the table at the left in Figure 3-13).

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{ /* check to see if tables in join condition exist */ if((QN->nodeid != pNode->nodeid) && (QN->node_type == qntJoin) && QN->join_expr->num_expressions() == 0 && ((has_relation(QN->left, (char *)((Field *)lField)->table->s->table_name.str) && has_relation(QN->right, (char *)((Field *)rField)->table->s->table_name.str)) || (has_relation(QN->left, (char *)((Field *)rField)->table->s->table_name.str) && has_relation(QN->right, (char *)((Field *)lField)->table->s->table_name.str)))) { /* move the expression */ QN->join_expr = pNode->join_expr; pNode->join_expr = new Expression(); QN->join_type = jnINNER; QN->join_cond = jcON; } push_joins(QN->left, pNode); push_joins(QN->right, pNode); } DBUG_RETURN(0); } The prune_tree() method searches the tree for blank nodes (nodes that have no longer have any operation or function) that are a result of performing heuristic optimization on the tree and deletes them. Listing 11-20 shows the source code for this method. Listing 11-20. Prune Tree /* Prune the tree of dead limbs. SYNOPSIS prune_tree() query_node *prev IN the previous node (parent) query_node *cur_node IN the current node pointer (used to delete). DESCRIPTION This method looks for blank nodes that are a result of performing heuristic optimization on the tree and deletes them.

public class TestHome { public static void main(String[] args) { Home home = new Home(); home.exit();

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NOTES This is a RECURSIVE method! RETURN VALUE Success = 0 Failed = 1 */ int Query_tree::prune_tree(query_node *prev, query_node *cur_node) { DBUG_ENTER("prune_tree"); if(cur_node != 0) { /* Blank Nodes are 1) projections without attributes that have at least 1 child, or 2) restrictions without expressions */ if((((cur_node->node_type == qntProject) && (cur_node->attributes->num_attributes() == 0)) || ((cur_node->node_type == qntRestrict) && (cur_node->where_expr->num_expressions() == 0))) && ((cur_node->left == 0) || (cur_node->right == 0))) { /* Redirect the pointers for the nodes above and below this node in the tree. */ if(prev == 0) { if(cur_node->left == 0) { cur_node->right->parent_nodeid = -1; root = cur_node->right; } else { cur_node->left->parent_nodeid = -1; root = cur_node->left; } my_free((gptr)cur_node, MYF(0)); cur_node = root; }

Use the % of Row custom calculation to show the percent per category for each Sales Manager s sales. 1. Right-click on the Sum of Sales button, and choose Field Settings. 2. Click the Options button. 3. From the dropdown list for Show data as, select % of row, then click OK.

System.out.println(); home.enter(); } }

else { if(prev->left == cur_node) { if(cur_node->left == 0) { prev->left = cur_node->right; if (cur_node->right != NULL) cur_node->right->parent_nodeid = prev->nodeid; } else { prev->left = cur_node->left; if (cur_node->left != NULL) cur_node->left->parent_nodeid = prev->nodeid; } my_free((gptr)cur_node, MYF(0)); cur_node = prev->left; } else { if(cur_node->left == 0) { prev->right = cur_node->right; if (cur_node->right != NULL) cur_node->right->parent_nodeid = prev->nodeid; } else { prev->right = cur_node->left; if (cur_node->left != NULL) cur_node->left->parent_nodeid = prev->nodeid; } my_free((gptr)cur_node, MYF(0)); cur_node = prev->right; } } prune_tree(prev, cur_node); } else { prune_tree(cur_node, cur_node->left); prune_tree(cur_node, cur_node->right); } } DBUG_RETURN(0); }

Now when we compile these files together and execute the Test program, we see the following output:1

In the row for each Sales Manager, you can see the percent of the total that was sold in each category (see the table at the right in Figure 3-13).

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