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第251章 威廉
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第251章 威廉

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    第251章威廉(第1/2页)
    “在我眼里,你的事情是比数学更重要的,明白么?以后不要再这么说,也不要再这么想了!”
    叶清河摇摇头,数学当然没有周婉儿重要。
    “哦!”
    周婉儿点点头,没有再说,低头默默的按着叶清河的腿。
    在他眼里,我这么重要?
    心里有点开心是怎么回事?
    ............................
    威廉走在清木的校园里,看似随意打量,但是实际上,心里却盘算着到底该怎么完成任务。
    这些天,华夏确实引爆了整个世界科技圈。
    物流世纪难题被破解的热度这些天在网络上已经有所下降,科技圈还有物流圈以及金融圈的目光都投到了苏控股三家公司。
    特别是因为苏控股与风顺快递都在鹏城,所以大多数目光都集中在鹏城。
    但是威廉觉得重点不应该放在三家公司上,应该放在发明人身上。
    这个事情的关键不是三家公司,而是发明人。
    只是这个发明人,华夏保密做得太好了,没有人知道对方到底是男是女。
    他来到华夏后,也去了鹏城,在苏控股和风顺快递打听到了一些消息。
    在这个专利公布前,苏控股大张旗鼓地接待了几个人。
    两男两女,一个中年男人,一个坐在轮椅上的年轻人,两个年轻女人。
    其中坐在轮椅上的年轻人跟一个年轻女人在公司待了没有多久就离开了,而那个中年男人跟另一个岁数稍大的女人,在苏控股待了好几天。
    威廉认为,这个中年男人很有可能就是发明人!
    这样的专利,想要谈好合作不是一天两天能完成的,最起码需要谈好几天,每项权利都要谈妥才可以。
    而剩下的两个人当中,年轻的女人肯定不可能。
    能解出这样的世纪难题,一定不可能是一个女人,只能是男人!
    不是威廉性别歧视,是在数学界,顶尖的数学家都是男人,并且能解出这样的难题的,岁数一定不会太小。
    实际上这个中年男人的岁数,他都觉得有一点点小。
    不过,四十岁应该是正当年,能解出也是有可能的。
    最后他能确定的是这几个人都来自京城,另外他手里有张从旁边不远的商店远远拍下的身形照片。
    京城。
    能解出这样的数学难题,四十来岁,威廉的第一想法就是京城的大学教授。
    所以在确定这些消息后,他就来到了京城。
    京城的大学,数学教授,四十来岁。
    他的第一选择是来清木和京城大学。
    只是这个时候,学校已经放假了,该怎么去找这个教授呢?
    ...................
    帮叶清河按摩完,宁婵的饭也做好了,把叶清河再次抱到轮椅上,周婉儿推着叶清河来到餐厅吃饭。
    “今天我也帮着出力了,我帮着切的菜!”
    大家坐下后,仉燕特意说了一句。
    上次她什么也没有做,为了这个,她回家专门练了厨艺。
    只是现在她能帮上忙的也就只有切菜,而且切的菜还被宁婵返了工,不过总算不是什么也不干了。
    (本章未完,请点击下一页继续阅读)第251章威廉(第2/2页)
    “燕姐棒棒哒!”
    叶清河能说什么呢,只能是点个赞。
    吃过饭,收拾完,仉燕和宁婵就离开了,明天一大早她们要跟叶大力一起回去。
    叶清河则是回到房间继续自己没有算完的题。
    CRYSTALS-Kyber解决完了,他接下来推演的是NIST另一核心候选,CRYSTALS-DilithiUm签名算法。
    从格基签名的容错学习LWE难题切入。
    用高维拓扑归约与组合熵下界分析,找出其底层错误分布的数理不自洽。
    “设容错学习LWE问题样本为(a,b=a×S+e),其中a为有限域上的随机向量,S为私钥向量,e为错误向量,欧美假设错误向量e服从离散高斯分布D_Z,标准差为σ,且错误分布具备完全随机性与不可预测性,但通过有限域代数扩张可证,错误向量e的分布存在可预测的代数周期,满足存在n的k次方多项式时间算法A,使得算法A可由公钥信息反向推导出私钥向量S,其安全假设完全不成立。”
    针对阿美利卡主推的基于编码的后量子密码ClaSSiCMCElieCe,叶清河在尝试了几次后,选择跳过所有工程实现细节,直接从代数编码理论的戈帕码结构入手,用超越数域扩域分析,推导出其核心解码难题的数学漏洞。
    戈帕码G(L,g)的检验矩阵H存在非交换群表示分解,其最小距离d的理论上界d≤2degg+1,可通过模形式傅里叶展开,在多项式时间内定位码元错误位置,证其抗量子安全宣称仅为代数结构伪装,实际存在全域数学破解路径。
    意识空间之中五个小时,叶清河就已经将NIST全部5类后量子候选算法的纯数学缺陷勘破。
    之后他并没有停下来,而是转而构建跨境密码情报数论盲分析骨架。
    不截取任何流量、不解析任何密文,仅依托公开密码体制的群结构,有限域参数与多项式表征,通过遍历数论与拓扑不动点原理,推导出欧美加密系统的核心代数特征。
    “设对方公钥密码体制基于有限域GF(p^m),p为大素数,m为扩张次数,其群运算为有限域乘法群运算,通过解析数论素数分布定理结合椭圆曲线代数亏格g分析,可纯数理推导其私钥生成的素数选取范围,密钥空间熵值下界H等于C乘以lOgp(C为固定常数),无需任何实测数据,即可锁定其密码体制的核心数理软肋。”
    他在最后写下终极数理预言。
    没有任何主观判断,全是形式化数学结论。
    “欧美NIST后量子密码标准,均依托传统交换群、欧式格、线性编码的老旧数学框架,其困难假设均存在隐性P类归约路径,理论安全寿命最长不超过八年,下一代迭代密码仍无法逃出NP类陷阱,数学层面已经注定其先天短命!”
    写完这些,叶清河抬头看了一下时间。
    “我去!!这么久了么?”
    不看不知道,一看,叶清河忍不住都吓了一跳,因为空间里的钟表上显示他破解这些问题,足足花了四十三个小时。
    得亏这是在意识空间里,要是在现实当中,他能活活饿死!
    “下次得设置一下时间提醒了,不能这样!”
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