int -> T
for -> while
SimSpace -> SimNode
size[]
should be node[].size
int [cols + 1]
for
DistintInsert -> DistinctInsert
if (D(j) + d(j)) > tolerance) place
a booster at j; if (D(j) + d(j)) > tolerance) place
a booster at j and update D(i);
void PlaceBoosters(BinaryTreeNode<Booster> *x)
{// Compute degradation at *x. Place booster
// here if degradation exceeds tolerance.
BinaryTreeNode<Booster> *y = x->LeftChild;
int degradation;
x->data.D = 0; // initialize degradation at x
if (y) {// compute from left child
degradation = y->data.D + y->data.d;
if (degradation > tolerance)
{y->data.boost = true;
x->data.D = y->data.d;}
else x->data.D = degradation;
}
y = x->RightChild;
if (y) {// compute from right child
degradation = y->data.D + y->data.d;
if (degradation > tolerance)
{y->data.boost = true;
degradation = y->data.d;}
if (x->data.D < degradation)
x->data.D = degradation;
}
}
PostPrint -> PostOutput
s used in Program 10.3. The
variable in the program is 2symbol in text.
BSTree ... ->
to either make BSTree a friend of BinaryTree
or make root a protected member of BinaryTree.
if (e < pp->data) pp->LeftChild = r; if (e <= pp->data) pp->LeftChild = r; DBSTree -> DBSTree
whle -> while
BinarySearchTree
-> BSTree
BestFit -> BestFitPack
Network -> Undirected;
network -> undirected graph; and delete (directed)
d[s] = 0; p[s] = s; after the first
for loop.
int C > int C[]
*a -> a[]
w[n] -> min(w[n]-1,c)
w[i] -> min(w[i]-1,c)
MN >- size
Knap::Knapsack is O(2 sup n)
even though the bounding function has complexity O(n) and it is computed
at O(2 sup n) right children. To see this note that if, in the computation
of the bounding function, the while loop of Bound
is entered q times, then this computation of the bounding function
is followed by q left-child moves. So over the entire run of Knap::Knapsack,
the while loop of Bound cannot be entered more times
than the number of left-child moves that are made. This number is O(2
sup n). Therefore, the total time spent computing the bounding function
is O(2 sup 2).
a[i] >- a[j]
x[i] >- x[j]
uprofit >- up
ch
{return bestd;} >- {break;}
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