第31章 休学,旅行商问题
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第31章休学,旅行商问题(第1/2页)
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“什么!什么!!你小子跟我说你要休学追求梦想?!!”
林方的辅导员叫做胡大雷,人如其名,有个特点就是嗓门大,林方把手机拿到最远都能听到他的嗓门。
“不可能,老实给我滚回学校,当初要不是你说你爸快没了,我都不可能同意你请这么长的假,现在你爸好了又说要休学,你们这些人都没一个省心的!”
“学校教不了我什么,”林方谦虚回答。
“咋的,你超进化了?”
胡大雷听到这话简直要气笑,“别给我扯有的没的,明天我见不到你人,我就亲自去你家找你。”
“唉,胡哥你别急嘛,”林方缓声道,“没开玩笑,我公司都建立起来了,而且你可以看看我的附件,它是我公司的第2个产品。”
什么附件?
胡大雷看着电脑上打过来的休学申请,还真的有一个附件,文档名字是“基于矩阵式引导算法求解旅行商(TSP)问题”。
胡大雷的第一反应,这小子想在这插上一脚?那我倒要去看看他写出了什么唬人玩意。
旅行商问题在计算机科学与数学领域可非常知名。
这个问题并不复杂,一个旅行商需要访问一系列城市,每个城市恰好一次并返回起点,如何规划路线使旅行距离最短或成本最低。
“矩阵式引导算法......”
看着足足有十几页的文档,胡大雷心里暗忖,看来这就是这小子琢磨出来的新算法了,可以啊,年少有为。
至于学术不端,他倒是没想过,林方这个优秀学生他很了解,绝对不可能做出这样的事。
胡大雷打开了这份文档后眼前一亮,林方居然还是用论文的格式书写的:
摘要:本文提出一种创新的动态概率引导搜索算法,用于解决旅行商问题。该算法突破传统思路,通过构建城市关联矩阵,依据动态调整的概率策略选择路径,有效避免陷入局部最优,实现对最优路径的高效搜索。
模拟结果表明,该算法在求解速度和路径质量上优于多种经典算法,为旅行商问题的解决提供了新的有效途径。
...
胡大雷擦了擦眼睛,接下来就是算法论证:
根据给定的城市数量n构建一个n×n的城市关联矩阵M,矩阵元素M表示城市X与城市y之间的关联程度,其初始值设定为:M=1/d
其中d是城市X与城市y之间的距离。距离越近,关联程度越高。
在路径搜索过程中,每到达一个城市X,计算下一个城市y的选择概率P:
P=M×eXp(-β×viSited)/ΣMα×eXpeXp(-β×viSited)
(本章未完,请点击下一页继续阅读)第31章休学,旅行商问题(第2/2页)
其中,α和β是调节参数,viSited是一个动态变量p.......
胡大雷看着这些数据眉头紧皱,他不太擅长这方面,后面的内容有些复杂了,他看不太明白。
这得找专门的人来看。
......
黄韬作为中科院资深院士,各项荣誉挂满了整个办公室,打印机哗啦啦的响着,老者不习惯看电子档,还是习惯于纸档。
当这十几页A4纸打印出来后,黄韬不紧不慢的整理好,从一个印着稻谷的老式眼镜盒中拿出了副老花眼镜开始观看起来。
而胡大雷就像一个小孩般矗立在一旁。
“6......”
不知过了多久,黄韬放下老花镜转过脑袋,沧桑的脸庞带着笑意,“不错,是个很优秀的学生,我当年可比不过他咯。”
“还不是您老教出来的。”
胡大雷打着马屁,片刻后才继续说道,“您的意思是他这个算法有搞头?”
“藏得不少,但逻辑可行,”黄韬给出肯定。
“看完后我都想邀请他加入我的研究项目。”
胡大雷眼皮跳了跳,被他的话给吓得不轻,大一学生就能加入国家院士开发的项目,这传出去他们学校的研究生都得流泪,一起去天台排队。
“黄老,你知道他为什么把这算法发给我看吗。”
胡大雷露出苦笑:“那小子想休学创业,申请书都给我报上来了。”
“什么!”老者一蹦三尺高,好半晌才接受了这句话,嘴角垮垮有些自闭的盯着稿纸。
“唉......”
胡大雷搓手,“要不,黄老你帮我劝劝?”
嗨,国家院士出手,这还岂不能轻松拿捏那小子。
“现在给他打个电话,”黄韬没有迟疑,他起了爱才之心,好苗子不应该这么快就走进社会。
胡大雷拨通了林方电话,接通后说了一句黄韬教授找你便把手机递给了老者。
由于没有开扩音,具体胡大雷也听不到两人这说什么,只是隐隐约约有弟子、教授、中科院士等一个个令人心惊肉跳的字眼冒出来。
但不难想象,
胡大雷现在都想跪地喊导师了,不知道黄老愿不愿意收他这个年纪大的。
“胡闹!”
最后,在胡大雷倒吸一口冷气中,原本幽默风趣的老者恼怒的挂断电话。
我的乖乖,林方你说了什么惹黄韬涛教授生气了,要是被气出毛病来,滨海大学校长都要上天了。
“黄老,您别生气,”胡大雷也怒容浮现,“我当面给你训他!”
“不,没有的事,”
黄韬摆手示意,摇摇头笑道:“年轻人有自己的目标是好事。”
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