![cube-2031512_1280.jpg](https://steemitimages.com/DQmYkD3npKF9v9YGS6QPc42aJFDQLcegWNU3F512AUHXqE7/cube-2031512_1280.jpg) ## 數學大師建宗的開示 <br>喔,打錯了,是 @kenchung,不是建宗。Kenchung數學大師是本社區知名的數學專業人士,想必喚醒了不少人的數學噩夢... (*到底為什麼世界上要有這種學問啊?知道打幾折怎麼算就好了啊!何況還有計算機可以算啊... 我畢業以後就沒算過數學了...那東西根本沒用嘛!...*)這種不懂數學之美的市井小民們,<del>活該在底層活到老</del> 可能其實不是太能領會這學問的美啊! 好在劉美女我還是年輕爛漫的少女時,數學也算是我的強項,人稱天才數學美少女,揪咪!喔,抱歉,是萌萌噠!(<--與時俱進)... 我也算是能領略數學之美的人啊... 我其實想寫這篇很久了,是因為看到K大師的這篇文章: [看《中國新歌聲》學數學](https://steemit.com/cn/@kenchung/2vsejp) K大師在這篇文章裡,從生活中擷取靈感,告訴了我們數學知識的妙用,把那些數學不入流的什麼周杰倫、那英這些俗人的無知識,好好地數落了一番,告訴我們應該要當一個有知識水平的人!51人的評審團投票兩人,最後會差6票?會差10票?不可能嘛,對不對,在心裡用mod稍微算一下都知道一定會是奇數的嘛... 怎麼這麼沒知識呢... 偶像也是有社會責任的,傳播正確數學觀念也是必須的,真該請他們都去上一下國民基礎數學,才准再上節目的嘛!真是.... **哈哈,沒有啦!這麼酸是我故意的,K大師人很Nice的,怎麼可能這樣說話啦!他只是想教教大家數學觀念而已啦....** **** ## 數學是黑白的,人生是灰階的 <br>K大師的文章,邏輯上毫無錯誤。只是,少了一點人味。 這點要從數學或是更廣的科學說起,科學,或者自然科學類,的世界是黑白的。這黑白比喻的是絕對的邏輯,一切科學都是以可邏輯化的知識做為基底的,或者說是可以在自己的體系內,證明真偽(true or false)的。透過幾代科學家的累積,堆疊出越來越正確的知識體系,使得科學成為人類近代史上改變世界的最大利器-飛上太空的火箭爆炸了,絕對有一個科學上的原因可以找到,可能是製作過程的問題,可能是計算參數時出錯,甚至是理論其實有問題(那就要去做更多實驗提出新的理論),總之不存在一種邏輯上不可解釋的空間,頂多是人類還沒找到答案。 https://steemitimages.com/DQmPE7UUu3imkzUMnRU1qSqN1XzDq4mSxr4Wbqjdajcidvs/london-tower-205985_1280.jpg 但,這世界其實真理並不存在。當然這句話其實也有問題,因為我聽起來像是在說「這世界其實真理並不存在」這句話是個真理,那,就進入了無限矛盾的迴圈了,且先按下不表。 簡單地說,至少,世界觀不只有科學觀。***你愛的他,為什麼愛上她,卻又在她冷淡之際,回來找你?*** 這類的問題,當然你也可以套用科學觀點,去分析云云,但只要你是正常人類,你就會知道,科學此時請退散,是想找碴嗎?不然你會被揍啊!... 這裡需要的是人文觀點,愛情沒有對錯,那世界只有深淺不同的灰,且人見人不同~~~ 但是,**「51人的評審團投票兩人,最後會差幾票?」**這是數學問題啊?你問... 啊!很好的問題,有在仔細看文章,你座號幾號?老師幫你加分! 是的,這是數學問題,但這問題是K大師提出的,不是倫英好聲音的問題。 **** ## 一加一等於? <br>聽過一個笑話大概是這樣: >**拿一加一等於多少去問不同專業的人,數學家說「二」,物理學家說「那要看那兩個"一"是什麼東西而定,問到會計師時,他會把你帶到小房間,拉起窗簾,小聲問你,「你希望它等於多少?」。** 說這笑話,要說的是,以文字所表述的問題,它的現場意義,有時候要看更大的背景,以及發問人與要回答的人的動機與心態。當然,這樣的說法是很不科學的,所有的科學問題,都只需要看表述的內容,語言不一定是自然語言,例如數學本身就是一套語言。 所以前述的問題,並不只具有單一意義的可能性,進入數學,就會有數學上的單一意義;進入人間,他就發散如這世界的多彩與...無奈? https://steemitimages.com/DQmVBPQ1rGfmFEB4R4xXoBmcGLgcAwrfGWDt5AdcZBvpt3M/concert-336695_1280.jpg 顯然周杰倫與那英,並不在科學的語境內。他們既不關心mod的奇偶問題(數學的mod,不是media on deman的mod,因為藝人可能會關心這個mod),也不關心總數與差異數之間的關係。我想,他們只是想have fun,看看誰猜得準一點,是否完全命中(數學上不可能 by K大師),他們一點都不在乎的。 如果哪天他們兩人到香港, @aaronli剛好可以見到他們,跟他們說起這篇文章,我想反應大概是這樣: >**杰倫:唉呦,這個kenchung很屌喔,很酷,下次我把這寫到我的歌裡面吧!"51投票不會差偶,你他媽到底懂不懂,耶,喔耶~~~"** >**那姐:唉呀,你說那什麼雞啊藕的,咱聽不懂,別說了別說了你,Aaron是吧?小伙挺精神的,怎麼樣,來跟著那姐混江湖吧?** 難道,我就這麼不關心這問題裡的學問嗎? 怎麼可能!我可能人稱 **天才智慧無邊多才藝美少女** 啊!天妒英才,我見猶憐... 咦?老是有話說歪的毛病.... 好,我要說的是,在K大師的數學習題與倫英的無厘頭之間,還有更有人文味道的科學觀點.... **** ## 為什麼我們更喜歡偶數一些? <br>https://steemitimages.com/DQmesadixyhExBEJtN5HF86BP4pokQvjHd4UPsBHvRXQjFv/pair-777044_1280.jpg <br>具有無窮求知慾的我,則是對於兩人都猜測了偶數這件事感興趣,所以隨意找了一下資料,發現人類在猜數字時喜歡猜偶數,似乎是被驗證過的事,似乎也符合我自己的經驗直覺。 在這篇2014年的英文文章 [How odd: we're hard-wired to prefer even numbers](http://www.wired.co.uk/article/alex-bellos) 裡,作者以為何我們喜歡偶數,而非奇數,為題目,敘述了許多有趣的人類對於數字認知與感受的現象與研究,值得一看。裡面提到,在西方,通常與神祕、未知、特立獨行相關聯的數字都是奇數,例如13,101,而這可能與大腦認知偶數比較快速,奇數則費時久一些,導致偶數有比較容易親近的感覺有關。他提到大家都很熟悉的潤滑劑WD-40,如果改成WD-39或是WD-41,是不是還能這麼成功?而且40還是4*10,兩個都是偶數!4是正方形邊的數量,10是人類手指的數量... 看來,倫英選擇6跟10,都很符合正常人類的行為啊!那集節目我沒看,選手實力差異不清楚,但這裡簡單做個試算: ``` 1. 假設人性傾向中庸,亦即不極端,所以兩者票數倍數頂多是3倍;2.既為比賽必分輸贏,輸贏也必須有一定的認知差距,所以假設差距5票是必須的認知範圍(取總數約1/10);3.只會選偶數(不可能但是因為人性)... ``` <br>則推論可能的選擇集合為:**{6, 8, 10, ..., 22}**。在這些選項內,兩個猜測人會在答案上刻意做出區隔,所以不會選擇相鄰兩個可能選項。那麼,根據最後選擇猜測 6 跟 10,推論當天應該是實力接近的一次比賽。這可能性很高,原因是:明顯輸贏的話,還猜差距票數對於參賽者不尊重,以及這類比賽通常事前的規劃會讓選手實力接近的.... 所以**{6,10}**聽起來是極為符合科學預測的一個可能場景了。當然,這裡的科學,跟K大師的科學,是不一樣的層次了~~~~ 當然,以上的假設有些是有些隨意性與不嚴謹,只是提供思考練習用,不能細究的。但聽起來是不是很有道理呢!這又怎麼不算科學呢?是吧? **** https://steemitimages.com/DQmTsVigrTk51ux1xVywqSwyLE9sPV2TCGMrwSVxgDQ3KUe/road-sign-798175_1280.jpg ***** #### 以後請繼續跟著[K大師學數學](https://steemit.com/@kenchung),然後再跟著劉美女學K大師學數學裡的人間百態喔! ***** *image credit - pixabay* *****
post_id | 15,490,146 |
---|---|
author | deanliu |
permlink | kenchung-why-do-we-prefer-even-numbers |
category | cn |
json_metadata | "{"format": "markdown", "links": ["https://steemit.com/cn/@kenchung/2vsejp", "http://www.wired.co.uk/article/alex-bellos", "https://steemit.com/@kenchung"], "app": "steemit/0.1", "tags": ["cn", "science", "cn-science", "writing"], "users": ["kenchung", "aaronli"], "image": ["https://steemitimages.com/DQmYkD3npKF9v9YGS6QPc42aJFDQLcegWNU3F512AUHXqE7/cube-2031512_1280.jpg"]}" |
created | 2017-10-17 08:39:57 |
last_update | 2017-10-18 00:03:18 |
depth | 0 |
children | 40 |
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last_payout | 2017-10-24 08:39:57 |
cashout_time | 1969-12-31 23:59:59 |
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pending_payout_value | 0.000 SBD |
promoted | 0.000 SBD |
body_length | 3,673 |
author_reputation | 726,291,750,173,620 |
root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
beneficiaries | [] |
max_accepted_payout | 1,000,000.000 SBD |
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profitgenerator | 0 | 2,977,284,795 | 100% | ||
damarth | 0 | 1,951,688,936,361 | 30% | ||
justyy | 0 | 107,676,724,263 | 40.18% | ||
rynow | 0 | 19,247,161,437 | 5% | ||
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luneknight | 0 | 958,466,782 | 100% | ||
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lalala | 0 | 66,971,879,927 | 100% | ||
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judasp | 0 | 92,687,457,316 | 100% | ||
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hazeliu | 0 | 3,320,184,989 | 100% | ||
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ozymandias | 0 | 451,678,331 | 100% | ||
lydiachan | 0 | 66,629,775,295 | 100% | ||
kiton | 0 | 1,703,254,007 | 33% | ||
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dragon40 | 0 | 1,611,362,003 | 5% | ||
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jubi | 0 | 81,719,071,974 | 100% | ||
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bxt | 0 | 105,737,134,017 | 100% | ||
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天才數學美少女 yeah !!! 哈哈
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你也是嗎?
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我是數學不好的男生 haahaa 劉美女才是真正的最天才智慧無邊多才藝美少女
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“好在劉美女我還是年輕爛~~漫~~的少女時,數學也算是我的強項” 把***漫***去掉就是比较客观的描述啦
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數.學.也.算.是.我.的.強.項.... 恩, 都在, 那就好了....
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其實讀書的時候,我數學是最高分
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看到頭一句我就忍不住笑了...
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:O 我能說話了
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its amazing to know
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一加一?不知道。 小白加小白就知道。是小白兔(two) 哈哈。, 说实在,可能我们是算群体动物吧。至少喜欢一对一对。所以一有一就有二导致心理上有双。
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活生生的例子 ace **108** 來了!^___^
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活生生好过死翘翘。 :-)
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很好的帖子的朋友。我只是一個初學者,我真的需要你的支持。
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jubi该你投票了!!!! sorry,我弃权 BTW,关于数字,我有一个难题,如何增加wallet里面数字,这个难题求数学宗师解决!
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呼叫 @kenchung ...
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如果真的在香港見到他倆,我會跟他們說這個故事的... btw, 基數偶數,如果是酒店房間的人數,只要是>=2,我都喜歡😛
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你又犯了不夠嚴謹的錯誤了: * 20,000,喜歡? * 2.8?到底哪一個人才是斬人頭顱的兇手呢? * 2。你跟Wig。
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不夠嚴謹的是你 1. 20,000,好呀~那一定是一間超大的酒店房,有20000人任我選🤤 2. 2.8,好呀~有大肚人妻🤤 3. 2,好呀~Wig可以幫我約台妹🤤
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Nice post ###
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虽然这篇文章看起来完全没有数学推理的严谨逻辑,但还是忍不住点赞了,肿么办?数学老师会不会不高兴?
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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有誰不高興的,讓他來找我。
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author | deanliu |
permlink | re-lancy-re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171017t140958715z |
category | cn |
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created | 2017-10-17 14:10:06 |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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hmmm.. I wish this has an English translation in it :p to answer that English question you threw .. (sorry I didn't bother translating anymore cause am thinking the engine would probably nose bleed if it has a nose haha) must have something to do with equality, fairness? even?
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author | englishtchrivy |
permlink | re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171017t214615322z |
category | cn |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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Even as in odd/even. :) Just saying when people are asked to take a guest of numbers, why even numbers are slightly preferred than odd numbers...
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permlink | re-englishtchrivy-re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171018t000538103z |
category | cn |
json_metadata | "{"app": "steemit/0.1", "tags": ["cn"]}" |
created | 2017-10-18 00:05:39 |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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想当年我也是天才数学美少女。现在是天才也退化了,美变肥了,少女更是没有了。。。好像就剩下数学了。。。
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author | tvb |
permlink | re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171017t222221523z |
category | cn |
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created | 2017-10-17 22:22:21 |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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肥可以變瘦,人不會變年輕,但你曾經是 天才数学美少女 這一點,沒有人可以剝奪,只是你要去提醒他們。 數學?Who cares .... LOL
post_id | 15,529,852 |
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author | deanliu |
permlink | re-tvb-re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171018t000811418z |
category | cn |
json_metadata | "{"app": "steemit/0.1", "tags": ["cn"]}" |
created | 2017-10-18 00:08:12 |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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等我哪天开贴讲讲我的减肥心酸史吧
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author | tvb |
permlink | re-deanliu-re-tvb-re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171018t013834108z |
category | cn |
json_metadata | "{"app": "steemit/0.1", "tags": ["cn"]}" |
created | 2017-10-18 01:38:36 |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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第一次完整好好读刘院长的文章,受益匪浅,文章写得好好。
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author | victory622 | ||||||
permlink | re-deanliu-20171018t12211726z | ||||||
category | cn | ||||||
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created | 2017-10-17 23:22:12 | ||||||
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是超強新人王啊!不敢不敢,插科打諢之作,不登大雅之堂。<del>拿來Steemit騙騙鄉親父老還是可以的</del>
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author | deanliu |
permlink | re-victory622-re-deanliu-20171018t12211726z-20171018t001213896z |
category | cn |
json_metadata | "{"app": "steemit/0.1", "tags": ["cn"]}" |
created | 2017-10-18 00:12:15 |
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root_title | "看《Kenchung學數學》學人文-Why Do We Prefer Even Numbers?" |
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额。。。院长还知道新人王。 这如果还是插科打诨。。想想每天自己写的乱七八糟的,无地自容。
post_id | 15,558,732 |
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author | victory622 |
permlink | re-deanliu-re-victory622-re-deanliu-20171018t12211726z-20171018t091322475z |
category | cn |
json_metadata | "{"app": "steemit/0.1", "tags": ["cn"]}" |
created | 2017-10-18 09:13:21 |
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不管是數學還是人生百態, 我好像都修得滿爛的, 我需要美少女小老師啦!!!!
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author | lydiachan |
permlink | re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171018t030940210z |
category | cn |
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數學沒有用啦~~~ 你不要被帥哥K給騙了~~~~ 人生這堂課,學費很貴的,先轉過來$1000,我保證你學到很重要的一課!
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author | deanliu |
permlink | re-lydiachan-re-deanliu-kenchung-why-do-we-prefer-even-numbers-20171019t031330505z |
category | cn |
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created | 2017-10-19 03:13:39 |
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我目前手邊大概只有盧比可以給美女 @@
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