Conventional traffic engineering assumes that given no increase in vehicles, more roads mean less congestion. So when planners in Seoul tore down a six-lane highway a few years ago and replaced it with a five-mile-long park, many transportation professionals were surprised to learn that the city's traffic flow had actually improved, instead of worsening. It was like an inverse of Braess's paradox. Mathematician Dietrich Braess of Ruhr University Bochum in Germany states that in a network in which all the moving entities rationally seek the most efficient route, adding extra capacity can actually reduce the network's overall efficiency. The Seoul project inverts this dynamic; closing a highway—that is, reducing network capacity—improves the system's effectiveness. Although Braess's paradox was first identified in the 1960s and is rooted in 1920s economic theory, the concept never gained enough attention in the automobile-oriented U.S. But in the 21st century, economic and environmental problems are bringing new scrutiny to the idea that limiting spaces for cars may move more people more efficiently. A key to this counterintuitive approach to traffic design lies in manipulating the inherent self-interest of all drivers. A case in point is "The Price of Anarchy in Transportation Networks," published last September in Physical Review Letters by Michael Gastner, a computer scientist at the Santa Fe Institute, and his colleagues. Using hypothetical and real-world road networks, they explain that drivers seeking the shortest route to a given destination eventually reach what is known as the Nash equilibrium, in which no single driver can do any better by changing his or her strategy unilaterally . The problem is that the Nash equilibrium is less efficient than the equilibrium reached when drivers act unselfishly—that is, when they coordinate their movements to benefit the entire group. The "price of anarchy" is a measure of the inefficiency caused by selfish drivers. Analyzing a commute from Harvard Square to Boston Common, the researchers found that the price can be high—selfish drivers typically waste 30 percent more time than they would under "socially optimal" conditions. The solution hinges on Braess's paradox, Gastner says. "Selfish drivers can be led to a better solution if you remove some of the network links, in part because closing roads makes it more difficult for individual drivers to choose the best (and most selfish) route."
单选题 We can infer from Paragraph 1 that______.
【正确答案】 C
【答案解析】解析:此题为细节分析题。该段第二句举例:当几年前首尔的规划人员拆毁一条有六条车道的高速公路,取而代之的是一条五英里长的公园后,许多交通专家们吃惊的发现城市的交通流量明显得到改善,并没有变得更糟。最后一句总结,这(首尔事例)相当于逆向柏拉斯悖论。因此可知,C选项为正确答案。
单选题 Which of the following is true about the Braess paradox?
【正确答案】 D
【答案解析】解析:此题为细节分析题。根据第三段第一句:尽管布雷斯悖论根源于20世纪20年代的经济理论,早在20世纪60年代就出现了,然而这个理论却在汽车业发达的美国从没有得到足够重视。因此可排除A项,确定D选项为正确答案。第二段第一句提到德国某大学的科学家提出了这个悖论,排除C项;悖论指出,在一个网络中的所有移动实体都会理性地寻找最有效路径,在这种情况下如果增加系统容量,实际上会降低网络的整体效率,排除B项。
单选题 To make appropriate traffic networks, designers should take______into account.
【正确答案】 C
【答案解析】解析:此题为细节推断题。根据第三段后两句:但在21世纪,经济和环境问题让人们重新审视这个理论,有限的行驶空间可能提高交通运输的效率。这种反直觉的交通设计的关键点在于操控所有司机固有的利己心。因此,可推断出,C选项应为本题的正确答案。
单选题 Judging from the context, what does the underlined word in Paragraph 4 refer to?
【正确答案】 A
【答案解析】解析:此题为词义理解题。单词所在的句子讲到了“纳什均衡”,文中给予它的释义是:司机们都各自寻求到达某一目的地的最短路线,最终就形成了一种所谓的“纳什均衡”,而下一句则指出如果司机能够从整体利益出发协调彼此的行车路径,那么达到的均衡要比“纳什均衡”要好,因此可知纳什均衡中司机们不是以整体利益而是以自身利益为出发点改变方向,因此可知选项A“自私地”符合题意,为正确答案。
单选题 By mentioning a commute in Paragraph 5, the author intends to______.
【正确答案】 B
【答案解析】解析:此题为细节分析题。根据题干提示,定位答案位置。第五段第二句指出:研究人员分析了从哈佛广场到波士顿市民花园的开车族,发现自私驾驶的成本相当高昂;司机自私驾驶比在“社会最优”条件下驾驶通常要多花30%的时间,也就证明了自私驾驶确实造成低效率,因此B选项为正确答案。