"#HongKong has changed beyond recognition."
In less than a year, Hong Kong's political destiny has been remade for "patriots" to run the city. We speak with pro-Beijing lawmaker Horace Cheung and veteran pro-democracy activist Emily Lau about the new electoral changes.
同時也有10000部Youtube影片,追蹤數超過2,910的網紅コバにゃんチャンネル,也在其Youtube影片中提到,...
formalized 在 Facebook 的最佳解答
The political fate of Hong Kong, remade by Beijing.
On Tuesday, #China's elite legislative committee formalized plans to drastically reduce democratic representation in Hong Kong and vet candidates for patriotism. We speak with a pro-China lawmaker and a veteran pro-democracy activist on what this means for the city's political future.
#HongKong
formalized 在 翻譯這檔事 Facebook 的最佳解答
洪蘭的黑白譯
看到紫煙亭有趣的文章,【是不是覺得自己除了「吃屎」什麼都不會?】(連結見留言),講 Tarski 的 theory of truth,想到一位老朋友。
包括「翻譯大師」洪蘭在內的許多翻譯,跟網路上流竄的各種 misinformation 和 disinformation 一樣,尤其在選舉前,請明辨真僞虛實。
如圖,看到亮點了嗎?至少三大亮點,一個標出,兩個請自尋。
The Science of Words 《詞的學問》
George A. Miller 著
洪蘭譯
// Logic introduces questions of truth, and truth is no easier to define than meaning is. In 1931 the Polish logician Alfred Tarski (1902-1983) read a paper on the concept of truth before the Warsaw Scientific Society. Tarski claimed that a formally correct definition of “true sentence” depends in an essential way on the particular language under consideration. He proposed a definition for such formalized languages as logic or mathematics, but concluded that natural language, by its very nature, does not permit a consistent use of the expression “true sentence.” Tarski phrased the traditional correspondence theory of truth in the general form: “It is snowing” is a true sentence if and only if it is snowing, then showed how it leads to the Liar’s Paradox: “This is a false sentence” is a true sentence if and only if it is a false sentence.
邏輯討論的是真偽問題,但是真實並不一定比意義更容易定義。一九三一年,波蘭邏輯學家塔斯基(Alfred Tarski, 1902-1983) 在華沙科學協會中宣讀了一篇論文,他認為真實句子(true sentence)形式上的正確定義要依據這個句子的語言而定。他提出用邏輯或數學作為形式語言的定義,但也承認自然語言,因為它的特性允許「真實句子」的表達方式。他用一般的形式來解釋傳統的真實一致理論(correspondent theory of truth): It is snowing 是真的句子,只有真正在下雪時才為真。因此,說謊者的兩難:「This is a false sentence」是真的,假如它是一個假的句子(If and only if it is a false sentence ) 。//
formalized 在 A formalized requirement process in embedded development. 的價格和怎麼買
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