题目大意是用n个1单位的立方体堆成矩形体,求最小表面积。
自己通过列举数据作了一个猜想,最优的矩形体必定可以分解是的宽度必定为1或2。然后就可以据此进行DP了,先处理宽度为2的情况,然后再进行合并即可。状态转移方程是f2[i*j]=min(i*j+1,i+j)(2<=i*j<=1000);f1[i*j]=min(2*i*j+1,i*f2[j]+j)(2<=i*j<=1000);其中f2[i*j]表示体积为i*j宽度为2的情况,f1[i*j]表示体积为i*j的情况,最后的答案是f1[n]*2。
3005236 2008-07-25 21:25:13 Accepted 1910 FPC 00:00.00 412K IwfWcf
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