#AC1918. 城市交通路网

城市交通路网

题目描述

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        <h3 style="color: darkblue; margin-bottom: 0px;">【题目描述】</h3>

        <p style="text-indent: 2em; padding: 1px;">下图表示城市之间的交通路网,线段上的数字表示费用,单向通行由A-&gt;E。试用动态规划的最优化原理求出A-&gt;E的最省费用。</p>

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" width="715" height="364" alt="" /></p>

        <p style="text-indent: 2em; padding: 1px;">如图:求v1到v10的最短路径长度及最短路径。</p>

        <h3 style="color: darkblue; margin-bottom: 0px;">【输入】</h3>

        <p style="text-indent: 2em; padding: 1px;">第一行为城市的数量N;</p>

        <p style="text-indent: 2em; padding: 1px;">后面是N*N的表示两个城市间费用组成的矩阵。</p>

        <h3 style="color: darkblue; margin-bottom: 0px;">【输出】</h3>

        <p style="text-indent: 2em; padding: 1px;">A-&gt;E的最省费用。</p>

        <h3 style="color: darkblue; margin-bottom: 0px;">【输入样例】</h3>

        <font size="3">

        <div style="padding-left: 24px;">

        <pre style="background-color: rgb(224, 224, 224); white-space: pre-wrap; word-wrap: break-word; letter-spacing: 0px; font-stretch: normal; font-size: 14px; line-height: 20px; font-family: &quot;courier new&quot;; position: relative; border-radius: 3px;">

10

0 2 5 1 0 0 0 0 0 0

0 0 0 0 12 14 0 0 0 0

0 0 0 0 6 10 4 0 0 0

0 0 0 0 13 12 11 0 0 0

0 0 0 0 0 0 0 3 9 0

0 0 0 0 0 0 0 6 5 0

0 0 0 0 0 0 0 0 10 0

0 0 0 0 0 0 0 0 0 5

0 0 0 0 0 0 0 0 0 2

0 0 0 0 0 0 0 0 0 0</pre>

        </div>

        <font size="2">

        <h3 style="color: darkblue; margin-bottom: 0px;">【输出样例】</h3>

        <font size="3">

        <div style="padding-left: 24px;">

        <pre style="background-color: rgb(224, 224, 224); white-space: pre-wrap; word-wrap: break-word; letter-spacing: 0px; font-stretch: normal; font-size: 14px; line-height: 20px; font-family: &quot;courier new&quot;; position: relative; border-radius: 3px;">

minlong=19

1 3 5 8 10</pre>

        </div>

        </font></font></font></font></td>

    </tr>

</tbody>