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segmentTree_update_fast.h
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#ifndef SEGMENT_TREE_UPDATE_FAST_H
#define SEGMENT_TREE_UPDATE_FAST_H
//动态开点线段树 操作为 区间[l,r]内每个值赋值为v
//注意这边lazy标记设置为0 赋值为0时会出现无法更新情况 需要修改表示lazy不更新的LAZY值
//加速版本—重载new运算符 预分配内存,存在内存泄露,只适用于算法竞赛,勿用于工程代码。
class segmentTree{
public:
int lb,rb;
long long val,lazy;
static long long LAZY;
segmentTree *left,*right;
static void *SEG_MEMEORY;
static void *DEST;
static int CHUNK;
static void *operator new(size_t size){//重载类的operator new 改变new的行为
if(SEG_MEMEORY==nullptr||(char*)SEG_MEMEORY+CHUNK*size==(char*)DEST){
SEG_MEMEORY=malloc(size*CHUNK);
DEST=SEG_MEMEORY;
}
char *v=(char*)DEST;
DEST=(void*)((char*)DEST+size);
return (void*)v;
}
segmentTree(int l,int r):lb(l),rb(r),left(nullptr),right(nullptr){
val=lazy=0;
}
void pushdown(){
if(lazy==LAZY)return;
int mid=(lb+rb)/2;
if(left==nullptr){
left=new segmentTree(lb,mid);
}
if(right==nullptr){
right=new segmentTree(mid+1,rb);
}
left->lazy=lazy;
left->val=1ll*(left->rb-left->lb+1)*lazy;
right->lazy=lazy;
right->val=1ll*(right->rb-right->lb+1)*lazy;
lazy=LAZY;
}
long long query(int l,int r){
if(lb>=l&&rb<=r){//当前节点完全在待查区间内
return val;
}
pushdown();
long long res=0;
int mid=(lb+rb)/2;//[lb,mid],[mid+1,rb]
if(l<=mid){
if(left==nullptr){
left=new segmentTree(lb,mid);
}
res+=left->query(l,r);
}
if(r>mid){
if(right==nullptr){
right=new segmentTree(mid+1,rb);
}
res+=right->query(l,r);
}
return res;
}
void update(int l,int r,int v){//a[l,r]=v
if(lb>=l&&rb<=r){
lazy=v;
val=1ll*v*(rb-lb+1);
return;
}
pushdown();
int mid=(lb+rb)/2;//[lb,mid],[mid+1,rb]
if(l<=mid){
if(left==nullptr){
left=new segmentTree(lb,mid);
}
left->update(l,r,v);
}
if(r>mid){
if(right==nullptr){
right=new segmentTree(mid+1,rb);
}
right->update(l,r,v);
}
pushup();
}
void pushup(){
val=0;
if(left)val+=left->val;
if(right)val+=right->val;
}
};
long long segmentTree::LAZY=0;
void *segmentTree::SEG_MEMEORY=nullptr;
void *segmentTree::DEST=nullptr;
int segmentTree::CHUNK=2048;
#endif