I've always loved art and culture, it's what adds character, literature, and philosophy to our lives. It gives us a more textile quality and aesthetic dimension to what, who, when, how, and why we are.
Life's a lot of a math or a science, but much more of an art for me. Soul and spirit, imagination and play, what you think, but also what you feel and believe, the little things, conversations, meaning, they're essential to me, and light me up.
A smile is not a smile is a smile. My #MonaLisa x #Bearbrick x #ElvinNg. 😌🐻 #art #popart #culture #smile #monalisasmile #leonardodavinci #bearbricksg #actioncitysg #黄俊雄的玩具熊
What, who, when, how, and why are you? I'd love to hear from you too. 💙 #whoareyou #howareyou #whyareyou #ourepiclittlelives #伟大的卑微
同時也有176部Youtube影片,追蹤數超過6萬的網紅Herman Yeung,也在其Youtube影片中提到,電子書 (手稿e-book) (共261頁) (HK$199) https://play.google.com/store/books/details?id=Fw_6DwAAQBAJ Calculus 微積分系列︰ https://www.youtube.com/playlist?list=PLz...
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literature meaning 在 李怡 Facebook 的精選貼文
No Forbidden Zones in Reading (Lee Yee)
German philosopher Hegel said, “The only thing we learn from history is that we learn nothing from history.”
In April 1979, the post-Cultural Revolution era of China, the first article of the first issue of Beijing-based literary magazine, Dushu [meaning “Reading” in Chinese]," shook up the Chinese literary world. The article, titled “No Forbidden Zones in Reading”, was penned by Li Honglin. At the time, the CCP had not yet emerged from the darkness of the Cultural Revolution. What was it like in the Cultural Revolution? Except for masterpieces by Marx, Engels, Lenin, Stalin and Mao, and a small fraction of practical books, all books were banned, and all libraries were closed. The Cultural Revolution ended in 1976, and 2 years later in 1978, the National Publishing Bureau decided to allow 35 books to be “unbanned”. An interlude: When the ban was first lifted, there was no paper on which to print the books because the person with authority over paper was Wang Dongxing, a long-term personal security of Mao’s, who would only give authorization to print Mao. The access to use paper to print books other than Mao was a procedural issue. The Cultural Revolution was already on its way to be overturned. The door to printing these books was opened only after several hang-ups.
“No Forbidden Zones in Reading” in the first issue of Dushu raised a question of common sense: Do citizens have the freedom to read? “We have not enacted laws that restrict people’s freedom of reading. Instead, our Constitution stipulates that people have the freedom of speech and publication, as well as the freedom to engage in cultural activities. Reading ought to be a cultural activity,” argued Li. It was not even about the freedom of speech, but simply reading. Yet this common sense would appear as a subversion of the paralyzing rigid ideas formulated during the Cultural Revolution, like a tossed stone that raises a thousand ripples. Dushu’s editorial department received a large number of objections: first, that there would be no gatekeeper and mentally immature minors would be influenced by trashy literature; second, that with the opening of the Pandora box, feudalism, capitalism and revisionism would now occupy our cultural stage. The article also aroused waves of debates within the CCP. Hu Yaobang, then Minister of Central Propaganda, transferred and appointed Li Honglin as the Deputy Director of the Theory Bureau in his department. A colleague asked him directly, “Can primary school students read Jin Pin Mei [also known in English as The Plum in the Golden Vase, a Chinese novel of manners composed in late Ming dynasty with explicit depiction of sexuality]?”
“All Four Doors of the Library Should be Open” was published in the second issue of Dushu, as an extension to “No Forbidden Zones in Reading”. The author was Fan Yuming, but was really Zeng Yansiu, president of the People’s Publishing House.
In the old days, there was a shorthand for the three Chinese characters for “library”: “book” within a “mouth”. The four sides of the book are all wide open, meaning that all the shackles of the banned books are released. “No Forbidden Zones in Reading” explains this on a theoretical level: the people have the freedom to read; “All Four Doors of the Library Should be Open” states that other than special collection books, all other books should be available for the public to loan.
The controversy caused by “No Forbidden Zones in Reading” lasted 2 years, and in April 1981, at the second anniversary of Dushu, Director of the Publishing Bureau, Chen Hanbo, penned an article that reiterated that there are “No Forbidden Zones in Reading”, and that was targeting an “unprecedented ban on books that did happen”.
Books are records of human wisdom, including strange, boring, vulgar thoughts, which are all valuable as long as they remain. After Emperor Qin Shihuang burned the books, he buried the scholars. In history, the ban on books and literary crimes have never ceased.
Engraved on the entrance to Dachau concentration camp in Germany, a famous poem cautions: When a regime begins to burn books, if it is not stopped, they will turn to burn people; when a regime begins to silent words, if it is not stopped, they will turn to silent the person. At the exit, a famous admonishment: When the world forgets these things, they will continue to happen.
Heine, a German poet of the 19th century, came up with “burning books and burning people”. There was a line before this: This is just foreplay.
Yes, all burning and banning of books are just foreplay. Next comes the literary crimes, and then “burning people”.
I started working at a publishing house with a high school degree at 18, and lived my entire life in a pile of books. 42 years ago, when I read “No Forbidden Zones in Reading” in Dushu, I thought that banned books were a thing of the past. Half a century since and here we are, encountering the exact same thing in the freest zone for reading in the past century in the place which enlightened Sun Yat-sen and the rest of modern intellectuals, a place called Hong Kong.
Oh, Hegel’s words are the most genuine.
literature meaning 在 Gucci Facebook 的最讚貼文
Photographer and director Glen Luchford reflects on ‘The Fighting Temeraire’, an artwork by William Turner which resonates with him in this time, which he shares with the Gucci Community. “As a teenager I visited The National Gallery, and became transfixed by this painting. It has a real heart shattering sadness to it. It’s not my favourite painting. But it’s so profound, that whenever we go through a crisis it reappears in my dreams, full of Freudian meaning. No one painting, film, or piece of literature ever captured so perfectly the transition from aged beauty to the banality of modern life, for me. When Covid-19 first took hold I found myself dreaming of the old ship. Back to haunt me in my dreams. But as the days have passed I’ve started to see her in a new light. The transition from old to new suddenly seems inspiring. Our lives have spun so far out of control, that the simplification of sitting at home with family, staring at a painting, reading a book, playing games, re-learning the art of conversation is something to be cherished. And from that will emerge great art and creativity.
Some of us won’t recover, others will experience poverty and hard times, but all of us will have learnt something valuable, and personally I’m feeling excited about the possibilities. I’m ready for the new ship, or maybe to go back to the old one.”
The Gucci Community stands behind aiding those most vulnerable in this crisis, join by donating now to the United Nations Foundation’s COVID-19 Solidarity Response Fund in support of the World Health Organization, and locally with Intesa Sanpaolo’s For Funding campaign which supports the Italian Civil Protection Department.
‘The Fighting Temeraire’, 1839 (oil on canvas), Joseph Mallord William Turner / National Gallery, London, UK / Photo © copyright Bridgeman Images
literature meaning 在 Herman Yeung Youtube 的最佳貼文
電子書 (手稿e-book) (共261頁) (HK$199)
https://play.google.com/store/books/details?id=Fw_6DwAAQBAJ
Calculus 微積分系列︰ https://www.youtube.com/playlist?list=PLzDe9mOi1K8o2lveHTSM04WAhaGEZE7xB
適合 DSE 無讀 M1, M2,
但上左 U 之後要讀 Calculus 的同學收睇
由最 basic (中三的 level) 教到 pure maths 的 level,
現大致已有以下內容︰
(1) Concept of Differentiation 微分概念
(2) First Principle 基本原理
(3) Rule development 法則證明
(4) Trigonometric skills 三角學技術
(5) Limit 極限
(6) Sandwiches Theorem 迫近定理
(7) Leibniz Theorem 萊布尼茲定理
(8) Logarithmic differentiation 對數求導法
(9) Implicit differentiation 隱函數微分
(10) Differentiation of more than 2 variables 超過2個變數之微分
(11) Differentiation by Calculator 微分計數機功能
(12) Application of Differentiation - curve sketching 微分應用之曲線描繪
(13) Meaning of Integration 積分意義
(14) Rule of Integration 積分法則
(15) Trigonometric rule of Integration 三角積分法則
(16) Exponential, Logarithmic rule of integration 指數、對數積分法則
(17) Integration by Substitution 代換積分法
(18) Integration by Part 分部積分法
(19) Integration Skill : Partial Fraction 積分技術︰部分分式
(20) Integration by Trigonometric Substitution 三角代換積分法
(21) t-formula
(22) Reduction formula 歸約公式
(23) Limit + Summation = Integration 極限 + 連加 = 積分
(24) Application of Integration – Area 積分應用之求面積
(25) Application of Integration – Volume 積分應用之求體積
(26) Application of Integration – Length of curve 積分應用之求曲線長度
(27) Application of Integration – Surface area 積分應用之求表面積
(28) L’ Hospital rule 洛必達定理
(29) Fundamental Theorem of Integral Calculus 微積分基礎原理
(30) Calculus on Physics 微積分於物理上的應用
(31) Calculus on Economics 微積分於經濟上的應用
(32) Calculus on Archeology 微積分於考古學上的應用
之後不斷 updated,大家密切留意
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HKDSE Mathematics 數學天書 訂購表格及方法︰
http://goo.gl/forms/NgqVAfMVB9
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literature meaning 在 Herman Yeung Youtube 的精選貼文
電子書 (手稿e-book) (共261頁) (HK$199)
https://play.google.com/store/books/details?id=Fw_6DwAAQBAJ
Calculus 微積分系列︰ https://www.youtube.com/playlist?list=PLzDe9mOi1K8o2lveHTSM04WAhaGEZE7xB
適合 DSE 無讀 M1, M2,
但上左 U 之後要讀 Calculus 的同學收睇
由最 basic (中三的 level) 教到 pure maths 的 level,
現大致已有以下內容︰
(1) Concept of Differentiation 微分概念
(2) First Principle 基本原理
(3) Rule development 法則證明
(4) Trigonometric skills 三角學技術
(5) Limit 極限
(6) Sandwiches Theorem 迫近定理
(7) Leibniz Theorem 萊布尼茲定理
(8) Logarithmic differentiation 對數求導法
(9) Implicit differentiation 隱函數微分
(10) Differentiation of more than 2 variables 超過2個變數之微分
(11) Differentiation by Calculator 微分計數機功能
(12) Application of Differentiation - curve sketching 微分應用之曲線描繪
(13) Meaning of Integration 積分意義
(14) Rule of Integration 積分法則
(15) Trigonometric rule of Integration 三角積分法則
(16) Exponential, Logarithmic rule of integration 指數、對數積分法則
(17) Integration by Substitution 代換積分法
(18) Integration by Part 分部積分法
(19) Integration Skill : Partial Fraction 積分技術︰部分分式
(20) Integration by Trigonometric Substitution 三角代換積分法
(21) t-formula
(22) Reduction formula 歸約公式
(23) Limit + Summation = Integration 極限 + 連加 = 積分
(24) Application of Integration – Area 積分應用之求面積
(25) Application of Integration – Volume 積分應用之求體積
(26) Application of Integration – Length of curve 積分應用之求曲線長度
(27) Application of Integration – Surface area 積分應用之求表面積
(28) L’ Hospital rule 洛必達定理
(29) Fundamental Theorem of Integral Calculus 微積分基礎原理
(30) Calculus on Physics 微積分於物理上的應用
(31) Calculus on Economics 微積分於經濟上的應用
(32) Calculus on Archeology 微積分於考古學上的應用
之後不斷 updated,大家密切留意
------------------------------------------------------------------------------
Pure Maths 再現系列 Playlist: https://www.youtube.com/playlist?list=PLzDe9mOi1K8os36AdSf64ouFT_iKbQfSZ
------------------------------------------------------------------------------
Please subscribe 請訂閱︰
https://www.youtube.com/hermanyeung?sub_confirmation=1
------------------------------------------------------------------------------
HKDSE Mathematics 數學天書 訂購表格及方法︰
http://goo.gl/forms/NgqVAfMVB9
------------------------------------------------------------------------------
Blogger︰ https://goo.gl/SBmVOO
Facebook︰ https://www.facebook.com/hy.page
YouTube︰ https://www.youtube.com/HermanYeung
------------------------------------------------------------------------------
literature meaning 在 Herman Yeung Youtube 的最讚貼文
電子書 (手稿e-book) (共261頁) (HK$199)
https://play.google.com/store/books/details?id=Fw_6DwAAQBAJ
Calculus 微積分系列︰ https://www.youtube.com/playlist?list=PLzDe9mOi1K8o2lveHTSM04WAhaGEZE7xB
適合 DSE 無讀 M1, M2,
但上左 U 之後要讀 Calculus 的同學收睇
由最 basic (中三的 level) 教到 pure maths 的 level,
現大致已有以下內容︰
(1) Concept of Differentiation 微分概念
(2) First Principle 基本原理
(3) Rule development 法則證明
(4) Trigonometric skills 三角學技術
(5) Limit 極限
(6) Sandwiches Theorem 迫近定理
(7) Leibniz Theorem 萊布尼茲定理
(8) Logarithmic differentiation 對數求導法
(9) Implicit differentiation 隱函數微分
(10) Differentiation of more than 2 variables 超過2個變數之微分
(11) Differentiation by Calculator 微分計數機功能
(12) Application of Differentiation - curve sketching 微分應用之曲線描繪
(13) Meaning of Integration 積分意義
(14) Rule of Integration 積分法則
(15) Trigonometric rule of Integration 三角積分法則
(16) Exponential, Logarithmic rule of integration 指數、對數積分法則
(17) Integration by Substitution 代換積分法
(18) Integration by Part 分部積分法
(19) Integration Skill : Partial Fraction 積分技術︰部分分式
(20) Integration by Trigonometric Substitution 三角代換積分法
(21) t-formula
(22) Reduction formula 歸約公式
(23) Limit + Summation = Integration 極限 + 連加 = 積分
(24) Application of Integration – Area 積分應用之求面積
(25) Application of Integration – Volume 積分應用之求體積
(26) Application of Integration – Length of curve 積分應用之求曲線長度
(27) Application of Integration – Surface area 積分應用之求表面積
(28) L’ Hospital rule 洛必達定理
(29) Fundamental Theorem of Integral Calculus 微積分基礎原理
(30) Calculus on Physics 微積分於物理上的應用
(31) Calculus on Economics 微積分於經濟上的應用
(32) Calculus on Archeology 微積分於考古學上的應用
之後不斷 updated,大家密切留意
------------------------------------------------------------------------------
Pure Maths 再現系列 Playlist: https://www.youtube.com/playlist?list=PLzDe9mOi1K8os36AdSf64ouFT_iKbQfSZ
------------------------------------------------------------------------------
Please subscribe 請訂閱︰
https://www.youtube.com/hermanyeung?sub_confirmation=1
------------------------------------------------------------------------------
HKDSE Mathematics 數學天書 訂購表格及方法︰
http://goo.gl/forms/NgqVAfMVB9
------------------------------------------------------------------------------
Blogger︰ https://goo.gl/SBmVOO
Facebook︰ https://www.facebook.com/hy.page
YouTube︰ https://www.youtube.com/HermanYeung
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literature meaning 在 Literature Meaning - YouTube 的推薦與評價
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