[問題] 閔考夫斯基的四維時空解釋牛頓水桶問題已刪文
原題：What is Newton's bucket argument? Is it successful if used as an argument against Leibnizian relationism? Now consider the debate in the context of Minkowski spacetime. Here, the natural relations to use are the spatiotemporal relations amongst all events defined by the Interval (Minkowski metric). Who wins now? Can a "Minkowski relationist" answer Newton's challenge?
如題，
牛頓當初的水桶實驗成功證明了萊布尼茲的relationism 有錯誤，
並用此為理由來宣稱絕對空間(absolute space) 的存在。
但如果我們把閔考夫斯基的四維時空考慮進去，
如水桶裡的水在水桶中心以及水桶邊緣的速度不同，
根據洛倫茲轉換，
水桶邊的水的時間流速會比較慢，
能否證明牛頓的絕對空間慨念是錯的？
感謝！
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