„Finallywas similar.[[( <[”
“终于差不多了。[[(〈[”After the peopleleave, kingQicairelaxesslightly. He by oneselfdesk, relaxesslightly.
在众人离开之后,王崎才微微放松下来。他靠在自己的书桌上,微微松了口气。Gained the gradualvictory.
取得了阶段性的胜利。Healsohas the personto supportnow.
他现在也不是没有人支持的了。RegardingkingQi, whatoutsideis the present stagebest„thigh”. In secretFengLuoyi who mixes the entireimmortalpledgealthoughhas great power, buthispresenttrue bodyis unclear, has dispatched the immortalpledgein secretall sorts ofbusiness. Butthistraffic control, involvedhisenergyenormously. According tokingQiknows, nowFengLuoyiremainingenergyalsoallonlogicalthis.
对于王崎来说,何外尔就是现阶段最好的“大腿”。暗中调配整个仙盟的冯落衣虽然大权在握,但是他现在真身不明,一直只是暗中调度仙盟的种种事务。而这种调度工作,也极大的牵扯了他的精力。据王崎所知,现在冯落衣剩下的精力也全在逻辑这上面了。Butwhatoutsideis different. Hecalculates the Lorddisciple, moreoverafterwardalsowent toeven/includingsect, the mathematicalthought of itsstructurizationsends the free and unfetteredto be close toBourbakiSchoolcompared withothersongcourtyards. Whatoutsidemaysupporthis. Moreover, whatoutsidetakes the leader who the songcourtyardsendsnow, has appearedby the true bodyinten thousandmethods.
而何外尔不同。他本身就是算主的弟子,而且后来还投向连宗,其结构化的数学思想比其他歌庭派逍遥更加接近布尔巴基学派。何外尔是有可能支持他的。另外,何外尔现在作为歌庭派的领军人物,一直以真身出现在万法门当中。Moreover, heis the songcourtyardsends the presentleader.
而且,他还是歌庭派现在的领袖。Whatoutsidelight/onlysupports secretly, candomany things.
何外尔光是暗中支持,就可以做很多事了。„Verygood, since the externaltroublewere sweptemptied, Icanconcentrate onabove the matter that wantsto handle.”
“很好,既然外在的麻烦都被扫空了,那我就可以将精力集中在想做的事情之上了。”kingQisongphysique, sitspositively, takes out the written records, startsto write.
王崎松松筋骨,重新坐正,取出纸笔,开始书写。Newpaper.
新的论文。Veryfor a long timenofeeling.
很久都没有的感觉了。kingQi the mindis rapidly clear, theseinhisheartappearedregarding many 11 of ideas of algebraic topology on. Whichparthesomeassurancesshould notchooseto take their firstpaperat oncewell. Becauseheat firstwhenrequests itselfto ponder, neglects„goal”, pureponderstructure.
王崎的心灵迅澄澈下来,这几日对于代数拓扑的许多理念在他心中一一浮现。他一时之间有些把握不好应该选择哪一部分作为自己的第一篇论文。因为他最初在要求自己思考的时候,就忽略掉“目的”,单纯的思考结构。Perhapsthisthinking mode, does not suitin the lengthgreatly not long„paper”middlemanifestsnaturally, this may also is onlykingQidoes not adapt tothisthinking modegreatly.
这种思维方式,或许不大适合在篇幅不长的“论文”当中体现当然,这也有可能只是王崎不大适应这种思维方式而已。Thisis the thinking mode of Grothendieckthattalent.
这就是格罗滕迪克那天才的思维方式。Besideschanges the cultivatinglaw that the self-awareness and supernatural powercoincide, kingQistillexpandsoneselfthoughtincertainaspects.
除了改变自我意识与法力相合的修法之外,王崎还在某些方面扩展自己的思维。Ifsome day, hehas toby the methodbreakthrough of existingstageto the Yuangodperiod, heat leasthope that timehehas hadpresent his thought.
如果有朝一日,他不得不以现有阶段的法门突破到元神期,他至少希望,那个时候的他已经拥有过现在这个自己的思维了。Imitatesothertalents, is very easyto fall intoonetypenot to have the markto be possible the homingposition. Because ofothertalents, oris the dependencediligently, eitherisdepends upon the inspirationto be natural, there aredepends uponbothsimultaneously. Butthese, only thenGrothendieckin„thinking pattern”differentandworld-famous.
模仿其他天才,很容易陷入一种无迹可寻的境地。因为其他的天才,要么就是依靠努力,要么就是依靠灵感当然,也有很多是同时依靠两者。但这其中,只有格罗滕迪克是以“思考方式”的不一样而闻名于世的。kingQidoes not know how nowGrothendieckponderedin the past, but, the professional relationship of thisphase of historicalandhisprevious generationis very near, heat leastis familiar withthisphase of history, at least the life path of Grothendieckpart.
王崎现在不知道格罗滕迪克当年是如何思考的,但是,这一段历史和他前世的专业关系很近,他至少熟悉这一段的历史,至少格罗滕迪克部分的人生轨迹。Heis deliberately training himself, oncechanged the thought of entireEarthclose tothat.
他在刻意训练自己,接近那曾经改变整个地球的思维。
The innumerableissues, present by the newstructurekingQiyan. Originalthesecontents of thesepropositions, mathematical formulasandtheoreminkingQiyan, but why does not know, kingQihasone„to look at the mountainunexpectedlyis not the mountain, looks at the wateris notwater”flavor.
无数的问题,以新的结构呈现在王崎眼中。那些命题、算式、定理在王崎眼中还是原来那些内容,但是不知为何,王崎居然生出一股“看山不是山,看水不是水”的味道。Heknows,oneself seemed away from„undertheorembroadermathematical framework”neareronestep.
他知道,自己似乎距离“定理之下更加广阔的数学结构”更近了一步。Therefore, heknows fairly well, startsto take pen in hand, firstwrites down the program.
于是,他心中有数,开始提笔,先写下大纲。Thistime, hewantsto writetwopapers.
这一次,他想要写两篇论文。Firstwashethese days the ponderofsimple formodd numberanalysis situsdomain.
第一篇是他这些日子对单形单数拓扑这个领域的思考。„Shape”iscalculatesoneconcept that MonarchPang Jiaput forward, assembling of onegroup of crystal faceswas relatedby the symmetry element. The regular tetrahedron, cubeandoctahedron, more complexduplicate/restoresfour directionsleaningtrianglehedron and folk prescriptionduplicate/restoresdodecahedron, are the geometric simplex. Thissimple formhas47types.
“形”是算君庞家莱提出的一种概念,是由对称要素联系起来的一组晶面的总合。正四面体、立方体、八面体,还有更加复杂的复四方偏三角面体、偏方复十二面体,都属于几何单形。这种单形有四十七种。
The shapeis the most basicconstruction of how much at least incalculatingMonarcheyesisthis.
形就是几何的最基本构建至少在算君眼中是这样的。Butresearchsimple formall sorts ofnatures, andbyhighlyabstractmetaphysicalalgebraperformance, are the simple formalgebraic topology.
而研究单形种种性质、并以高度抽象的形而上代数表现的,就是单形代数拓扑。Alsoisoneneglects the concretegeometric figure, completelywith„concept”kind of languageinquisitionall sorts ofmysteriousdivisions/disciplines.
也就是一门忽略具体的几何图形,完全用“概念”一类的语言探究其中种种奥妙的学科。With„metaphysical”displacement„physical”, with„abstract”displacement„concrete”, with„concept”displacement„operation”.
用“形而上”代替“形而下”,用“抽象”代替“具体”,用“概念”代替“运算”。Thisisstandardleft a mentality.
这就是再标准不过的离宗思路了。
The sect, the memberwill regarditcontinuallyis the evil way.
只是在连宗这边,修士们就会视之为邪道。Although the algebraic topologycalculates that Monarchcreates. RegardingcalculatingMonarch, thisis onlyhestudies„multi-dimensionalcalculates”【Problems of three bodiesandNbodyissue】Sideline product.
尽管代数拓扑就是算君创造的。对于算君来说,这只是他研究“多元之算”【三体问题、n体问题】的副产品。When the preliminary calculationis main, depends onthistypeto the mentality, solved a specialissue.
当初算主年轻的时候,就凭这种离宗思路,解出了一个特殊的问题。Thisissuecallsmakes„invariablesourceto ask”, is one of the arithmeticbranches. Tohomogeneous polynomial that anyoneassigns, whethercandisplayisseveralinvariants? Are the total of theseinvariantslimited? Between do thislimitedinvariantsor the namebasicinvariants, have the relation?
这个问题唤作“不变之源问”,乃是算学分支之一。试问,对任一给定的齐次多项式,是否都能表现为数个不变式?这些不变式的总数是否是有限的?这有限的不变式或称基本不变式之间,是否存在联系?At that time, anothermemberrelied on the solutionthisissueto endure the brokenlastpass/test, the achievementwas free【Before demonsovereignis chaotic】,. The conclusion that at firsthas the member who chargedrawstothisissueiswhen the multinomialnumber of timesis bigger thaneight, not possibleto solvewith the limitedinvariant. However, thatmemberactuallycorrectedthismistake. Hecanshow that randombothvariableforminvariantscanturn into the most basicinvariant. Hisproofprocess was almost a book, butlisted the innumerableconcreteformulas, making one be sincerely convinced.
当时,另一位修士正是凭借解得这个问题而堪破最后一关,成就逍遥【魔皇之乱前】的。最初向这个问题起冲锋的修士得出的结论是当多项式的次数大于八时,就不可能用有限的不变式解出。但是,那位修士却修正了这个错误。他可以证明任意两变元形式的不变式都可以变成最基本的不变式。他的证明过程几乎就是一本书了,但是列出了无数具体的公式,让人心服口服。Thismember, was called as„constantking”at that timepill.
这位修士,当时就被人称作“恒常王”葛丹。Butcalculates that Lordactuallyonlyused very shortprocess, provedthis point. Helike the constantking of senior, a formuladoes not wrap a formula, step by stepthrough the concreteformula, the proofprocessaboutinvariantwill write down. Calculates that the Lordpast yearsleftby way of the fundamental theorem, conducts the basiclogicalcalculation. The entire processhas not involvedanyconcreteinequality, has no specificdigit.
而算主却只用了非常短的过程,就证明了这一点。他不像前辈的恒常王那样,一个公式套一个公式、一步步通过具体的式子,将关于不变式的证明过程写下来。算主当年只是经由基本定理出,进行基本的逻辑推算。整个过程没有涉及到任何具体的不等式,也没有任何具体的数字。Has been honored as„constantking”pillalsopanic-strickencalling out in alarm: „Thisdoes not calculate! Profound!”
就连已经被人尊为“恒常王”的葛丹也惊恐的惊呼:“此非算也!玄哉!”Thisis not the arithmetic, thisis the profound studies!
这不是算学,这是玄学啊!Crossed for more than ten20yearslater, the memberalsograduallywere used tothismarvelousprooflaw. At this time, constantkingCaichanged a statement, hmph hmphis sayinganything„most profound, numerouswonderfulgate”and so onwords.
过了十几二十年之后,修士们也逐渐习惯了这种奇妙的证明法。这个时候,恒常王才改口,哼哼的说着一些什么“玄之又玄、众妙之门”之类的话。Butthiscertificate, iscalculates when the lordtreads the brokendaycloses the deeds.
而这一次证明,也是算主踏破天关时的事迹。Alsoresembleswith the presentkingQiexperience. Just, is actually only the mindvacillatesby the senior who the youngcalculationlordattacks the spirit. Constantkingnotwrong, hedoes not havepresentone„shortcut” the specificthoughtto be able the presentshortcut.
和现在王崎的经历也是非常相像。只不过,被年轻的算主冲击到精神的前辈却只是心灵动摇罢了。恒常王自身并没有错,他只是没有现一条“捷径”只有特定思维才能现的捷径。ButkingQicompletelydeniedcalculated the Lordfaith.
而王崎则是彻底否定了算主的信念。Mentioning is also very strange, kingQideniedalthoughLord, butthoughtas beforecalculatesLordthat person, compelling the standardto be full, evenoftentocalculate that the Lordpastdeedsdrive, is thinking„whichdayI, if can also entrainis good.”.
说来也很奇怪,王崎尽管否定了算主,但是依旧觉得算主其人,逼格满满,甚至常以算主当年的事迹激励自我,想着“哪一天我要是也能这么拽就好了。”。Thisalsotosectin the divine landimmortalfirstbloomingbrilliance.
这也就是离宗在神州仙道第一次绽放光彩。ButGrothendieck, on the ratiocalculates that the Lordpastthoughtwas more extreme. The talent on thisEarthdid not even care that whatspecificissue, hestudies the math, thensolves the problemwhile convenient.
而格罗滕迪克,就比算主当年的思维更加极端了。这位地球上的天才甚至不关心什么具体的问题,他只是研究数学本身,然后顺便解决解决问题。Quick, the firstpaperfinished.
很快,第一篇论文就写完了。kingQihas looked back, shakes the headto laugh in spite of trying not to: „Thiswrites, an entire chapteris the verbosething, it is estimated thatalsono onelikeslooking.”
王崎回过头看了看,摇头失笑:“这写的,一整篇都是絮絮叨叨的东西,估计也没人爱看啊。”
His piece of papercan be calledislogically well-knit, the thinking processis linked together. However the commonten thousandmethoddiscipleeyeswere sayingprobablyverbosely a bigidle talk, cannot understand.
他这一片论文称得上是逻辑严密,思维过程环环相扣。但是在一般的万法门弟子眼就好像是絮絮叨叨的说了一大篇废话,根本就看不懂。Thisis only the onesummaries of kingQithesedaysthoughts.
这只是王崎这几日思维的一种总结。Then, second that kingQistartsto take pen in handto write.
然后,王崎开始提笔写的第二篇。Thissecondis goodto writecompared tofirst. Thispaper is mainly the introductiononemathematical instrument that is displayedby the algebraic topology.
这第二篇相对于第一篇来说就好写很多。这一篇论文主要是介绍由代数拓扑展出的一种数学工具。Leveltheory.
层论。Withfirstintroduced the paper that ownthoughtis different, the paper that thistypeintroducedsometype of mathematical instrumenthad very concretedirectionsince birth.
和第一篇介绍自己思想的论文不同,这种介绍某种数学工具的论文生来就有很具体的方向。So long as the directionis concrete, conclusionis concrete, canverysimplewrites a paper of limitedlength.
而只要方向具体、结论具体,就可以很简单的写出一篇有限篇幅的论文。DuringGrothendiecklifequotationnumbermanypapers, isthisnature.
格罗滕迪克一生当中引用数最多的论文,也是这种性质的。kingQicloses the eye, fermentsin the heart, thenopens.
王崎闭上眼睛,在心中酝酿一下,然后睁开。
.
唰唰唰。„«NewDescriptionTopological spaceOneKind of Mapping».”
“《新道器描述拓扑空间的一类映射》。”„«CohomologyAndSpectrumSequence of Level».”
“《层的上同调与谱序列》。”„Thistopic, was divided intohigh and lowtwoto explain.”
“这个题目,还是分为上下两篇来解释好了。”
The firstpreliminarydefinitionlevel, secondon the otherall sorts ofdefinitions, natures and conceptintroductionlevel.
第一篇初步定义层,第二篇就引入层的其他种种定义、性质、概念。„Differentiation...... mapping......”
“分化……映射……”WithkingZaki'swriting, hismeritlawhas the slightchangeagain. AskingQi the within the bodyinnumerableoperatorscertainruledifferentiation, thenhiswithin the bodystrengthripples, the gradualdifferentiation, faintbetweenforms the newcirculation.
随着王崎的书写,他的功法再一次产生些微变化。王崎体内无数算符随着一定规律分化,然后他体内力量荡漾,逐渐的分化,隐隐之间形成新的流转。Compared to the highlyabstractconcept, thiskind of thingis easiestto be changed to the actualpracticingmethod.
相对于高度抽象的概念来说,这一类东西最容易被转化为实际的修行手段。Let alone, thesemathsstillhave the actualutilizationin the states of aggregationandgauge fieldthesetwostate-of-artphysicsdomains.
更别说,这些数学还在凝聚态、规范场这两个尖端物理学领域有实际的运用。RegardingkingQi, transformsto be ableverysimpleintoowncultivatingis.
对于王崎来说,转化一下就可以很简单的化入自己的修为。......................................................................................................................................................
……………………………………………………………………………………………………………………………………Twodays in a hurry.
两天的时间匆匆而过。The next day at noon, ahead of timereceived the noticethese„communicator”to arrive atkingQimain house gatelong time ago. Was close tohundredpeople of teamsregardingthis, kingQismiles, refers todischarging the goodfurniturein the entrance, said: „, Sits.”
第二天中午,提前接到通知的那些“交流者”们早早就来到了王崎家门口。对于这接近百人的队伍,王崎笑了笑,指了指在门口排放好的桌椅,道:“诸位,坐。”ZhaoQingtanfeelskingQi, although the spiritis weary, howeverauraactuallygiveshimonetype„being as deep as a well”feeling. Heis somewhat encouraged, asks: „kingQi, do you have progressive?”
赵清潭感觉王崎虽然精神疲倦,但是身上的气息却给他一种“高深莫测”的感觉。他有些振奋,问道:“王崎,你又有进步?”„Slightprogress, is not worth mentioning.”
“些微进步,不足挂齿。”RegardingkingQi, butis the smallbranch that above BourbakiSchoolhugesystemoneselfextract, but others actuallyhearto be encouraged.
对于王崎来说,自己所求出的,不过是布尔巴基学派这个庞大体系之上的小小枝桠,但是其他人却听得振奋。Thisfellow, added that what„temporarilydoes a work of foundation, studiesone”, doesn't thishave the achievement?
这家伙,还说什么“暂时做一点基础的工作,学习一个”,这不是有成果吗?Followsheto do, will not always have the mistake.
跟着他干,总不会有错的。kingQiclears throat, said: „Ialsoconsidered. Onebatch of fixedpersonexchanges, are goodtoeveryone. However, reason thateveryonegathers together discussed that is also becauseweeach otherare congenial. However, Ialways the untrustworthywill of the people, no oneknow that whichpeoplehadto change the ideainwhichday. In order tobe insufficienteveryoneparts on bad terms, thereforewediscussed before , mustmake a regulationto comenot to have the opinion.”
王崎清了清嗓子,道:“我也考虑了一下。有一批固定的人交流,对大家都有好处。不过,大家之所以聚在一起讨论,也是因为我们彼此志趣相投。但是呢,我向来信不过人心,谁都不知道有哪些人会在哪一天变了想法。为了不至于大家不欢而散,所以咱们讨论之前就要做出一个章程来诸位没有意见吧。”Peoplespiritonecold.
众人精神一凛。Played the meatto come.( To be continued.) 8
戏肉来了。(未完待续。)八
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