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http://www.phicosystems.com/
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>1,000,000
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Colin McAlpine
Colin McAlpine
PO B●●●●1567
Cha●●●ood , NSW, 2067
AU
View this contact
Colin McAlpine
Colin McAlpine
PO B●●●●1567
Cha●●●ood , NSW, 2067
AU
View this contact
Colin McAlpine
Colin McAlpine
PO B●●●●1567
Cha●●●ood , NSW, 2067
AU
View this contact
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phicosystems.com is a parked domain with Netregistry | phicosystems.com Reviews
https://phicosystems.com
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Phi Corporation
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phicosystems.com is a parked domain with Netregistry
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書寫隨興
星期二, 12月 20, 2016. 對確的論證形式（valid argument forms）. 早前有同學問起論證形式的功課，我想可以寫篇文章介紹，順便替自己重溫之餘也列一些常見的論證形式，應該會頗實用的。讀者平日溫習也可以將重要內容寫成論證，看看其中的推論對不對確，如果對確的話，再看看有沒有值得懷疑的前提。這種工作熟練的話很有助學習，因為記的東西少，而且內容的邏輯關連緊密，不容易忘記。以下介紹對確論證，然後再列一些常見的對確論證形式，且先看以下例子：. 65288;P1）如果六合彩沒有作假，則它是公正的彩票遊戲（前提一）. 65288;P2）六合彩沒有作假（前提二）. 8756;（C）六合彩是公正的彩票遊戲（結論）. 65288;P1）如果太陽由西方升起，則地球是三角形的（前提一）. 65288;P2）太陽由西方升起（前提二）. 8756;（C）地球是三角形的（結論）. 肯定前項（Affirming the Antecedent）. 8756; 3. q. 否定後項（Denying the Consequent）. 8756; 3. 非p. 8756; 3. 如果p，則r. 3 非q 或 非s.
