leetcodeSolution to some Leetcode problems written in C++ |
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2742.cpp (1888B)
0 // Top-down
1 class Solution {
2 static int dp[501][501];
4 public:
5 Solution() { memset(dp, 0xFF, sizeof(dp)); }
6 int paintWalls(const vector<int> &cost, const vector<int> &time, int crnt = 0, int total = 0) {
7 if (total >= cost.size()) return 0;
8 if (crnt == cost.size()) return 1e9;
9 if (dp[crnt][total] != -1) return dp[crnt][total];
11 const int paint = cost[crnt] + paintWalls(cost, time, crnt + 1, total + time[crnt] + 1);
12 const int dont = paintWalls(cost, time, crnt + 1, total);
13 return dp[crnt][total] = min(paint, dont);
14 }
15 };
17 int Solution::dp[501][501];
19 // Bottom-up
20 class Solution {
21 public:
22 int paintWalls(const vector<int> &cost, const vector<int> &time) {
23 static unsigned dp[501][501];
24 memset(dp, 0x00, sizeof(dp));
26 const int n = cost.size();
27 for (int i = 1; i <= 500; i++)
28 dp[n][i] = 1e9;
30 for (int i = n - 1; i >= 0; i--) {
31 for (int remain = 1; remain <= n; remain++) {
32 const int paint = cost[i] + dp[i + 1][max(0, remain - time[i] - 1)];
33 const int dont = dp[i + 1][remain];
34 dp[i][remain] = min(paint, dont);
35 }
36 }
38 return dp[0][n];
39 }
40 };
42 // Space optimized Bottom-up
43 class Solution {
44 public:
45 int paintWalls(const vector<int> &cost, const vector<int> &time) {
46 static unsigned dp[501], pdp[501];
48 const int n = cost.size();
49 for (int i = 1; i <= 500; i++)
50 pdp[i] = 1e9;
52 for (int i = n - 1; i >= 0; i--) {
53 for (int remain = 1; remain <= n; remain++) {
54 const int paint = cost[i] + pdp[max(0, remain - time[i] - 1)];
55 const int dont = pdp[remain];
56 dp[remain] = min(paint, dont);
57 }
58 swap(dp, pdp);
59 }
61 return pdp[n];
62 }
63 };