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世纪人机大战说明了什么
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世纪人机大战说明了什么
世纪人机大战说明了什么
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马磊欧巴
马磊欧巴
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17
发表于 2016-3-11 20:37
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昨日,人机大战首场比赛结束,“阿尔法狗”(
AlphaGo
)战胜韩国棋手李世石,李世石中盘投子认输,
“
阿尔法狗
”
胜出。
http://data:image/png;base64,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
在这场人机大战中,带给人类的是更多的反思。今日,李开复在自己公众号提到:
AlphaGo
这类的
“
人工智能
”
机器真正可能带来的危机,不是奴役人类,而是让人类丧失斗志,无所事事。因为未来十年,机器将取代许多的护士、记者、会计、教师、股理财师
……
任何带有
“
助理
”
、
“
代理
”
或
“
经纪
”
等字样的职位都很可能被取代。这些机器不需要工资,只需要供电和网,就会不知疲倦
“
上班
”
。一旦当机器供养着人类,人类真的还会有动力去追求更宏伟的目标吗?还是会醉生梦死、无所事事地或者?
身为人类,我们应该抱着那种心态看待此事?人工智能是否能替代人类?
然而,昨天在击败了围棋顶级选手李世石之后,谷歌研究员透露开发
AlphaGo
的
DeepMind
公司总裁正考虑将人工智能目标转移到游戏上,并以星际争霸作为开始项目。
在这个人工智能化的时代,人类应该振奋起来。加入卡拉维德,专业游戏动画交流平台。为人类而战
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41706972
41706972
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发表于 2016-11-18 11:38
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问:为什么古龙小说中的人物爱以数字命名,尤以奇数为甚?古龙小说人物非常多的名字都是奇数,有什么特殊含义?如:胜三、龙五、杜七、朱七七、萧十一郎、燕十三、彭十三豆。
答:可能想给人一种很难除的感觉。
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林阿娣1995
林阿娣1995
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发表于 2017-3-29 18:17
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中国蓝天白云
中国蓝天白云
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发表于 2017-11-15 11:20
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