他是一个巡回推销员。
Take the travelling salesman problem, for example.
比方说旅行推销员问题。
He used to be a travelling salesman, but now he has a desk job.
他曾经是个到处旅行的推销员，但是他现在坐办公桌了。
Thee bees are the first animals found to solve "travelling salesman problems".
迄今为止，蜜蜂是唯一能够解决“旅行销售者问题”的动物。 ！
Till now, the best published result of Chinese-Travelling Salesman Problem is 15904km.
迄今为止，中国旅行商问题的最优解是15904公里。
Second, we apply all of them to 10-city travelling salesman problem (TSP), respectively.
其次将四种方法分别应用于10个城市的旅行推销商问题。
One famous example is the travelling salesman problem-finding the shortest route between several cities.
其中一个著名的例子就是推销员旅行问题：找出几个城市之间的最短路线。
The travelling salesman must find the shortest route that allows him to visit all locations on his route.
销售员在拜访多个地点的时候要寻求一条最短的路径。
This article proposes a modified algorithm for solving the travelling salesman problem (TSP) by neural network.
本文提出用神经网络解旅行商问题(tsp)的改进算法。
The paper has used the improved algorithm and has been proved by travelling salesman problem of solving the problems of CHN31, ATT48 and EIL51.
本文运用了新改进的算法，通过旅行商问题来进行验证，分别对其中的CHN31、ATT48和EIL51进行求解。
A bunch of alcoholic outcasts await the arrival of Hickey, a travelling salesman, who periodically turns up and buys them rounds. They await him as if he were a Messiah.
一帮酒鬼浪子在等一个叫希基（Hickey）的旅行商人，他会定期出现在他们中间做买卖，他们像等待救世主一样等着他。
This paper offers an exact algorithm for the classic travelling salesman problem, the computational results show that it has some obvious advantages and practical applications.
本文对经典的旅行商问题给出一种精确式算法，计算结果表明，它具有一定的优越性和实用性。
Many questions of biology and chemistry can be reduced to versions of the travelling salesman problem, where the challenge is to find the most efficient solution among a whole host of possibilities.
很多生物或者化学题目可以被分解成不同的倾销员题目的版本，而面对这一题目的挑战就是从所有的可能性当中找到最有效的方式。
Many questions of biology and chemistry can be reduced to versions of the travelling salesman problem, where the challenge is to find the most efficient solution among a whole host of possibilities.
很多生物或者化学题目可以被分解成不同的倾销员题目的版本，而面对这一题目的挑战就是从所有的可能性当中找到最有效的方式。
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