注意,俺說的不是邏輯,而是邏輯學。
邏輯和邏輯能力非常重要,邏輯學則沒有那麽重要。
對於智慧的頭腦來說,邏輯規則天然就在那裏,他們無論如何不會做出違反邏輯的判斷。而他們不做這樣的判斷,不是因為他們學了邏輯學,而是因為他們有這樣的本能,邏輯能力是他們的本能。
邏輯能力是所有人的本能。
不教也會。如俺貼過的,郭德綱應用的邏輯規則跟美[
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偽邏輯,是把形式邏輯的三段論形式當成邏輯唯一體現的邏輯。比如聽到中國古人說君子的反應是“啥?君子沒有定義,不邏輯。。。。中國人邏輯有缺陷。。。。”。做出這類判斷的邏輯就是偽邏輯。
偽邏輯的特征的就是吹捧邏輯的術語和格式,自己卻連一段合乎邏輯的論證也說不出來,套路就是:先東拉西扯,歪曲裁髒,然後就是結論。論證如下:
偽邏輯因偽[
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以俄烏之戰為例。
你可以從武器分析,從資金分析,從地理分析,從氣候分析,從軍隊人數分析,從生產能力分析,從動員能力分析,從。。。。分析
你可以把任何一條都在邏輯上分析得精準,但任何一條對戰爭的結果都可能有,也可能沒有決定性的影響。
統計也不行。
因為戰爭是一個綜合事件,變數特別多。
而戰爭一定有一個結局。
這個結局是各種因素綜[
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近日熱談邏輯。有網友還堅持邏輯有中西之分。
其實邏輯,邏輯能力,邏輯學(對邏輯的總結與概括),邏輯應用,邏輯學應用,三段論格式等等,並不完全相同。
作為抽象的純粹的意識工作機製(建立關聯,發現規律),中西沒有差別。在最基本的形式上,甚至人與小鼠與沒有區別(比如if...then...)。
但在認識世界的實踐中,中西表現又的確不同。
這不是因為邏[
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一葉知秋,講的是敏銳的感知力。
假設觀察自然界的正常現象。
1.葉子落光了,知道是秋。
2.葉子落了一半,知道是秋。
3.葉子開始紛落,知道是秋。
4.第一片葉子落下,知道是秋。
四種情況都對應秋的情況下,感覺敏銳的人能從第4種情況得出判斷。
或者反過來看,秋天伴隨葉落。則必從第一片落下開始,到最後一片落下為止。漸進過程中有無數個“過渡[
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偽邏輯論者搞不清中國古人說的是什麽,就拿是否用三段論格式來質疑並否定之。
俺問,如果古人說的是事實而不是推理呢?比如11月,紐約的秋天到了。這是個事實,怎麽用三段論來證?
偽邏輯論連忙認慫,事實不需要三段論。推理才需要。
這不是因為事實不需要,而是他們不理解判斷的發生機製。
其實,所有的事實的認定都“視為”基於邏輯,也基於[
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![](/upload/album/ca/17/d4/0c9c9e048335je87EOv7.png)
三段論一:
禮的定義,全是後人按自己的理解或者需求瞎猜。
舞網友是“後人”(後來的人,舞網友應該承認的)
舞網友是瞎猜。
當然,這裏舞網友可能辯稱:定義都是瞎猜,而沒有定義則不是。
嗬嗬,問題就是:“禮的定義”這個議題本身,就包括禮有“定義”還是“沒有定義”。而這個角度,從來都不是古人的角度。具體地說[
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)
禮本來就是特定實踐的原則,而不是概念推演的公理定理或者任何基礎。比如軍人要遵守紀律,不同的軍隊有不同的紀律。羅馬軍隊有羅馬軍隊的紀律,漢朝軍隊有漢朝軍隊的紀律。環境如此,條件如此,紀律就如此,都是具體的。你想了解為什麽,古人有解釋;你想了解怎麽做,古人有記錄。要定義,也可以。歐洲是從哪個角度和層麵來定義民主製度的,你就可以相應地[
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有兩窩老鼠,一窩城市老鼠,一窩鄉村老鼠。
鄉村老鼠沒有受過教育,城市老鼠受到了正宗的形式邏輯教育。
智慧節到了,他們一起去遠方旅行。飛機失事,他們落到一個荒島上。
碰到一條蛇。
他們沒見過蛇,所以不怕。
蛇一口吃掉了一個老鼠。
鄉村老鼠說這家夥吃老鼠,快跑。就跑了。
城市老鼠沒跑,還嘲笑說,沒用三段論,說得肯定不對。等我用三段[
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