InEarth, the natural scienceshave divided family propertywith the philosophy.
在地球,自然科学早已和哲学分家。
The essence of philosophy, lies to „the world”overallassurance. But the personcansee clearly the bigworld, depends on the scientificlevelhigh, which the theoryarrived. Russellhad once said that anyscience, so long asaboutitsknowledgeoncepossiblydetermined,thissciencethenno longeris called the philosophy, butchangedto become an independentscience.
哲学的本质,在于对“世界”的总体把握。但人能看清多大的世界,到底还是取决于科学的水平有多高,理论走到哪一步了。罗素就曾说过,任何一门科学,只要关于它的知识一旦可能确定,这门科学便不再称为哲学,而变成为一门独立的科学了。Therefore, that the philosopherestablisheslaboriouslycanhold the philosophysystems of allknownworld, will always be hitwithscience the breakthrough of theory of liftingcrushes. This point, the greatphilosophersare no exception.
因此,哲学家辛辛苦苦建立的一个能够容纳一切已知世界的哲学体系,总是会随着科学的提升理论的突破而被打得粉碎。这一点,再伟大的哲学家都不能例外。However, is honored as„scientificempress” the mathon the contraryis an exception.
但是,被誉为“科学皇后”的数学反倒是一个例外。
The mathcontinuously and philosophyverynearlywalks. Although the philosopherwith the mathematical analysisworld, the mathematicianhas not studied himself the junctionto hold the philosophydomain. However, the math and philosophyoperateinmentalalone„anotherworld”, the math and philosophyreallylook likeinthisaspectvery much.
数学一直和哲学走得很近。虽然哲学家未曾用数学解析世界,数学家也从没有将自身所学交托到哲学领域。但是,数学与哲学都是孤零零地运行于心智之中的“另一个世界”的,数学和哲学在这方面真的很像。AlthoughGausslooks down uponHegel, thinks that Leibnizdiverting attentionmathisto waste the talent, buthe is actually the person who likes the mathvery much.
尽管高斯瞧不起黑格尔,更认为莱布尼茨分心数学是浪费天分,但他其实是一个很喜欢数学的人。Proposed that „barberparadox”, mathematicianLuo Su who causes the thirdmathematicalcrisis, official dutyorphilosopher.
提出“理发师悖论”,引发第三次数学危机的数学家罗素,本职还是哲学家。Butin history of a Goodallmosttalentmathematicians, likeselaboratingoneselfphilosophyspeculationinoneselfmathematicalpaper.
而有史以来最天才的数学大师之一的哥德尔,更是喜欢在自己的数学论文中阐述自己的哲学思辨。In summary......
综上所述……
The mathematician who does not wantto be the philosopherheis notoneis goodto installto compel the suspect!
不想当哲学家的数学家丫就不是一好装逼犯!Right, compels the standardinthisrichly the domain, kingQi is the previous generationpossibly unconventional?
没错,在这个富有逼格的领域,王崎前世可能免俗吗?
Does FengYiweiimage, howknowit?
冯翼惟象,何以识之?Thistype„unionlanguage environment, said itselfto understand”readingtopicbigtopic, when wasImore than tenyears old playedremaining! Ifasks one's conscienceto closeisteststhis...... Ito have no goodfear!
这种“结合语言环境,说出自己理解”的阅读题大题,是我十几岁时玩剩下的!如果问心关就是考这个的话……我已经没什么好害怕的了!„Onlycalculates.”
“唯算而已。”Chen Jingyunsaid: „Pleasedoto explain in detail.”
陈景云道:“请做详解。”„In my opinion, outside the heart, non-divorces oneself from reality to result, non-thinks to become awareunreliably. Because of the say/wayin the heartoutside, thinksthisbyme, resemblesSmoke and mirrors, the middleis away fromnamed‚most profound’camouflage. clear(ly)calculates that shadedbrokenprofound, built‚me’and‚say/way’ between worldbridge. The arithmeticnon-say/way, said that butisshading, askedroad of.”
“在我看来,道在心外,非闭门造车可得,非玄思可悟。因道在心在外,是以我看这道,似雾里看花,中间隔着一层名为‘玄之又玄’的遮蔽。明算即去蔽破玄,架起‘我’与‘道’之间的天地桥梁。算学非道,非常道,而是去蔽之器,求道之路。”„”DengJiaxuanapplauds: „Saidwell.”
“啪啪”邓稼轩鼓掌:“说得不错。”kingQithatseveralwords, „shaded”twocharactersa moment agoparticularly, can touchtohimunexpectedly!
刚才王崎那几句话,尤其是“去蔽”二字,竟能给他以触动!kingQismilesproudly- the corresponding relationships that the Heavenly Daoelder brothercarries outonlyinclude the natural sciencesdomain, Heidegger'sphilosophythesedefinitelylistennot to listen!
王崎傲然一笑-天道哥搞的对应关系只包括自然科学领域,海德格尔的哲学这几位肯定听都没听过啊!
The keyis, kingQialsotrulythink. The ancestorsheanotherwrappedoneselfopinionto the math, nowtakesabsolutelyis notpurescary!
关键是,王崎自己也确实是这么想的。上辈子他对数学就又一套自己的见解,现在拿出来绝对不是单纯唬人!Thinks ofhere, kingQilooked atone. ThisMasterYangShengesaidtokingQi: „Does not needto look atme. Mytrimmingyourstate of mind, makingyounot wantto lie, thusbottom of one's heart. Thesetheyareknow.”
想到这儿,王崎又看了可哈儿一眼。这位阳神阁宗师对王崎说道:“不必看我。我微调了你的心境,让你不想说谎,从而句句肺腑。这些他们都是知道的。”„At the beginning ofremote antiquity, arithmeticwhatstand? Far awayten thousandyears, howabundantit?”
“遂古之初,算学何立?迢迢万年,何以盛之?”Ancient timesinitial period , the personclanstillspotwas ignorant, waswhoestablishes the arithmetic? Inthese80,000years, how does the arithmeticdevelop?
远古初期,人族尚处蒙昧,是何人立下算学?在这八万年里,算学又是如何发展的?„Arithmeticbegins in the personclanto need, because the personclanis popularto be abundant.”
“算学始于人族所需,又因人族兴而盛。”„Pleaseexplain in detail.”
“请详解。”kingQispoke with confidence: „ Arithmeticis initial, butiscounting. The personclanfishes and huntsobtained, must count, byhavingarithmetic operations. But the personinborntenfingers, enteronebygeneralarithmeticten. Laterdescribed the thing, the person the clanabstracts the imagefrom the worldmyriad things, had the how much. Thisis the beginning of arithmetic.
王崎侃侃而谈:“算学最初,不过是计数尔。人族渔猎所得,皆需计数,是以有加减乘除。而人天生十指,是以通行算学十则进一。后为描绘事物,人族又从天地万物抽象出图像,是有几何。此乃算学之始也。Butwe said that calculates that isshadesbrokenprofound. The arithmeticis more detailed, then‚asked’to be sharper, byfreeinnumerableseniorperfectarithmetic. By the arithmeticthenpersonclandevelopsprosperously. ”
而我方才说了,算乃去蔽破玄之器。算学越明细,则‘求道之器’越锋锐,是以自由无数前辈完善算学。是以,算学又遂人族兴盛而发展。”Butshows the astonishedexpression, turns toChen Jingyun: „ChenZhangmen, thischildsaid that the heartdoes not needto ask, was too perfect! Iandmyhanger-ondisciplehave been the person of manysecondary earthquakeheart, mayneverhear the disciplecansuch ashebe common.”
可哈儿露出惊异的表情,转向陈景云:“陈掌门,这孩子道心不必问了吧,太完美了!我和我门下弟子做过很多次震心之人,可从未听说过又弟子能如他一般。”kingQisitsinunderground, in the heartrubsto riseto this YangShengefreefavorable impressionupward.
王崎坐在地下,心中对这位阳神阁逍遥的好感蹭蹭蹭往上涨。Leaders, you, ifthinksthiswellequallyhappily!
掌门啊,你要是想这位一样痛快多好!Chen Jingyunnodsgently: „Ihaveto haggle over.”Thenalsosaid: „Thiswas the most importantissue, andyoulistened.”
陈景云轻轻点头:“我自有计较。”然后又说道:“这是最重要的问题了,你且听好。”kingQisawhimto sayseriously, could not bearswallow a saliva.
王崎见他说得郑重,忍不住咽了口唾沫。„So-calledarithmetic, complete? Accommodating? Candetermine?”
“所谓算学,完备乎?相容乎?可判定乎?”
? kingQiobviouslygawked.
啊?王崎明显愣了一下。Thisissues and fronttwodifferencewere too many!
这个问题和前面两个差太多了吧!
The mathiscomplete? Iseachpropositioncanproveorattest to falsity?
数学是完备的吗?是不是每个命题都能证明或证伪?
The mathisaccommodating? Withechoing the step and order of logic, will never withdraw from the contradictoryproposition?
数学是相容的吗?是否用附和逻辑的步骤和顺序,永远不会退出相矛盾的命题?
The mathmaydetermine? Whethercandetermineeachpropositionwith a mechanicalmethod the truth?
数学是可判定的吗?是否能用一种机械的方法判定每一个命题的真伪?
The bases of thesethreeissueeachlong jabmaths, eachis the logicdomainmost profoundissue!
这三个问题每一个都直击数学的根本,每一个都是逻辑学领域最高深的问题!
Does thisissueemergein the asking one's consciencepass/test of college entrance examinationnature? Thislikeletting the high-school studentsolves the gauge fieldequation, is the not possiblematter!
这种问题出现在高考性质的问心关之中?这就像让高中生来解规范场方程一样,是不可能的事情啊!Waits, because the history of twoworldhave had the difference, Goodall'sisotopic formhas not appearedin the motherland, thereforecurrently speaking the firsttwoissuesare the non-solutions...... the thirdissueisAlan Turingis solvedinEarth, but...... Ihave not learned that sidenow, does not knowmachineTuring who divine landissolvesdeterminationproblem- is not right , came from Goodallin the inspiration of Earthdeterminationissue......
等一等,由于两个世界的历史已经出现分歧,哥德尔的同位体并没有出现在神州大地,所以目前来看前两个问题都是无解的……第三个问题在地球是阿兰・图灵解决的,但是……现在我还没有学到那边去,也不知道神州的机老图灵是不是解决判定问题-不对,在地球判定性问题的灵感同样来自哥德尔……In other wordsthis is to believe the issuepurely?
也就是说这个纯粹是信仰问题?kingQi the intentionrevolve like lightning, crossedsome little time the organizationgoodlanguage: „Thirdasked,Ithinkisnegative......, ifcalculates that cansolveallmathematics problems, thatalsowantsusto calculate that the family/homedoes doreally?”
王崎心念电转,过了好一会才组织好语言:“第三问,我认为是否定的……若是算器便可解决所有算题,那还要我们算家作甚?”But, how do the firsttwoissuesarrange? The answer in myheartis the signreaches certainly„regarding a formal logicsystem, the completeness and compatibilitycannotcoexist”......, butthisspecialtooconcrete! Ifhegivesmeto come„to explain in detail”meagain probably unable to accomplish!
可是,前两个问题怎么编呢?我心底里的答案当然是标达“对于一个形式逻辑系统,完备性和相容性不可并存”……但是这特么太具体了好吗!要是他再给我来个“请详解”我可办不到啊!Chen Jingyunlooks atkingQiawkwardlook, nods: „Thesethreeissuesare the most incisivemathematics problems, youdo not needto go into seriously- that lastissue. kingQi, youanddoes not permit the Daoist, iswhatrelates? Thesethreeissuesare not in the immortalinstituteprofessorrange, but did hetellyou?”
陈景云看着王崎为难的神色,点点头:“这三个问题都是最尖锐的算题,你也不必深究-那么,最后一个问题了。王崎,你和不准道人,是什么关系?这三个问题不在仙院教授范围之内,可是他告诉你的?”
?
诶?
?
诶诶?kingQialsoinstunned, on the mouthhas actually opened the mouth: „Works asafter a period of timeneighbor......”
王崎还在错愕,嘴上却已经开口:“当过一段时间的邻居……”Damn, is this playmeat?
见鬼,难道这才是戏肉?Theyreallysuspected that Iwithdo not permit the Daoistto be concerned!
他们果然怀疑我和不准道人有关!WhatgoodChen Jingyunaskedwas„does not permitDaoist”rather than„Haisentreasure”, otherwiseIblurted outperhapswas„HeisenbergisImost admiringscientist”...... your younger sister, thisreallyjumped in the Yellow River unable to wash clean!
还好陈景云问的是“不准道人”而不是“海森宝”,要不然我脱口而出的恐怕就是“海森堡是我最钦佩的科学家”……你妹,这样就真的跳进黄河都洗不清了!„In addition? What has hetaughtyou? A yourpromoteentered the immortalinstitute to solve the topic of imparting cultivationpalacerear palace, whetherwithdidn't permit the Daoistto be related?”
“除此之外呢?他教过你什么?你一晋入仙院就能够解出传功殿后殿的题目,是否与不准道人有关?”„Besidesteachingmehas played chess, had nothingagain.”kingQiconsiders the language: „Icansolve the topic, withdoes not permit the Daoistto have nothing to do.”
“除了教过我下棋之外,再没有什么了。”王崎斟酌语言:“我能解出题目,与不准道人无关。”Luckily......, ifthisaskingwas„whycansolvetopic”...... initially is really crude......
幸好……要是这位问的是“为什么能解出题目”……当初真是太鲁莽了……Thisdoes not understand the wordstechniquefortunately......
还好这位不懂话术……
After listening tokingQi the reply, Chen Jingyunlooked atone. Butnodstohim. Chen Jingyunthensaid: „Good, wehave been ableto confirm that youanddid not permit the Daoistto have nothing to do.”
听了王崎的回答之后,陈景云看了看可哈儿一眼。可哈儿冲他点点头。陈景云这才说道:“好的,我们已经能够确认你和不准道人无关了。”kingQichangone breath. mother...... the seaold maninjures someone......
王崎长舒一口气。尼玛……海老头害人啊……Buthas not waited forhimto indulgecompletely, reallyclarified that the childscreamedinhismind: „Be careful!”
可还未等他完全放纵下来,真阐子就在他脑海里尖叫:“小心!”
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