首页
外语
计算机
考研
公务员
职业资格
财经
工程
司法
医学
专升本
自考
实用职业技能
登录
考研
Very soon, unimaginably powerful technologies will remake our lives. This could have dangerous consequences, especially because
Very soon, unimaginably powerful technologies will remake our lives. This could have dangerous consequences, especially because
admin
2015-01-15
38
问题
Very soon, unimaginably powerful technologies will remake our lives. This could have dangerous consequences, especially because we may not even understand the basic science underlying them. There’s a growing gap between our technological capability and our underlying scientific understanding. We can do very clever things with the technology of the future without necessarily understanding some of the science underneath, and that is very dangerous.
The technologies that are particularly dangerous over the next hundred years are nano-technology, artificial intelligence and biotechnology. The benefits they will bring are beyond doubt but they are potentially very dangerous. In the field of artificial intelligence there are prototype designs for something that might be 50,000 million times smarter than the human brain by the year 2010. The only thing not feasible in the film Terminator is that the people win. If you’re fighting against technology that is much smarter than you, you probably will not win. We’ve all heard of the grey goo problem that self-replicating nanotech devices might keep on replicating until the world has been reduced to sticky goo, and certainly in biotechnology, we’ve really got a big problem because it’s converging with nanotechnology. Once you start mixing nanotech with organisms and you start feeding nanotech-enabled bacteria, we can go much further than the Borg in Star Trek, and those superhuman organisms might not like us very much.
We are in a world now where science and commerce are increasingly bedfellows. The development of technology is happening in the context of global free trade regimes which see technological diffusion embedded with commerce as intrinsically a good. We should prepare for new and unfamiliar forms of argument around emerging technologies.
It can be inferred from the text that the author______.
选项
A、thinks people overestimate the capabilities of technology
B、is not optimistic that artificial intelligence will always be used positively
C、thinks that we should take science fiction movies more seriously
D、believes artificial intelligence is the greatest threat we face technologically
答案
B
解析
文中第2段具体分析探讨了人工智能、纳米技术和生物技术的潜在危险。从中可知,作者对人工智能的积极应用并不乐观。因此B项为正确答案。
转载请注明原文地址:https://kaotiyun.com/show/tlhi777K
0
在职申硕(同等学力)英语
相关试题推荐
What’syourearliestchildhoodmemory?Canyourememberlearningtowalk?Ortalk?Thefirsttimeyou【C1】______thunderorwatche
What’syourearliestchildhoodmemory?Canyourememberlearningtowalk?Ortalk?Thefirsttimeyou【C1】______thunderorwatche
AttheKyotoconferenceonglobalwarminginDecember1997,itbecameabundantlyclearhowcomplexithasbecometoworkoutint
Visualimpairment(视觉障碍)carrieswithitareducedorrestrictedabilitytotravelthroughone’sphysicalandsocialenvironmentu
Visualimpairment(视觉障碍)carrieswithitareducedorrestrictedabilitytotravelthroughone’sphysicalandsocialenvironmentu
Forthispart,youareallowed30minutestowriteacompositionofnolessthan100wordsunderthetitleofTheProblemsIHav
Anthropologyisthestudyofhumanbeingsascreaturesofsociety.Itfastensitsattentionuponthosephysicalcharacteristics
Computerstodayarecapableof______Toimprovemachinetranslation,computerprogrammersaretryingto______
Nothingissouncertainasthefashionmarketwhereonestyle______overanotherbeforebeingreplaced.
InitialreportswerethatmultiplewavesofwarplanesbombedcentralBaghdad,hittingoilrefineriesandtheairport.
随机试题
第一类精神药品的处方应当至少保存()
A.候肺之气B.候胸中之气C.候心之气D.候肾之气三部九侯诊法中“下部地”的诊断意义是
成人脊髓下端一般平对
再生障碍性贫血的骨髓表现主要是
女,60岁,颈部肿块4个月,生长快,无疼痛,查体发现甲状腺右叶直径3cm的肿块,质硬,边界不清,吞咽时活动度小。如术中冷冻切片报告为良性肿瘤,而行患侧甲状腺大部切除,术后石蜡切片报告为甲状腺乳头状癌,下一步的治疗首选
红黏土作为一种特殊土,地基勘察时要注意以下()特点。
工业企业在报告期内以货币形式表现的工业生产活动的最终成果称为( ),
选官用人是国之大事,为了保证人才选拔,国家一方面大力发展教育,另一方面不断探索和完善选官制度。下列关于我国古代人才选拔制度说法正确的是:
“一鸟在手”理论
设二元函数f(x,y)=|x-y|φ(x,y),其中φ(x,y)在点(0,0)处的某邻域内连续.证明:函数f(x,y)在点(0,0)处可微的充分必要条件是φ(0,0)=0.
最新回复
(
0
)