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Superstrings and t=
he
Euler-Kant Mirror: Deconstructing Kant's Debut
Martin Schönfeld
Associate Professor,
=
Abstrat
Kant's early philosophy of nature (1747-1763)=
is
seldom read even by historians but happens to be praised as "the essen=
ce
of modern models" in contemporary physics and cosmology. The pap=
er
deconstructs the misleading cliche of the early Kant as a mediocre thinker =
and
explores the current scientific significance of Kant's ontology. The =
scholarly
cliche has difficulties explaining that (1) Kant failed at the university
because of Christian opposition (Knutzen), that (2) Kant's early inspiration
about heuristic form was by a China-expert (Bilfinger), and that (3) Kant
expressed his agreement with the ideas of a mathematician whose work recent=
ly
led to the superstring revolution (Euler). The focus of the paper is
Kant's early relation and response to Euler, specifically Kant's dissertati=
on
on "physical monads" (1756). I argue that Kant succeeds at
joining his and Euler's perspectives, and that Kant's ontology is as much o=
f an
early mirror of superstring- and M-theory today as Euler's beta function was
their mathematical key.
Keywords: Kant, Euler, ontology, natu=
re,
force, superstrings
摘要
康德早年 (1747-1763) 的自然哲= 23416;甚至連歷史學者都ô= 56;少去讀,但現在卻被= 稱譽為當代物理學和= 3431;宙論中「現今各模ࣁ= 1;的精髓」。本文要解&= #27083;一個以訛傳訛的看= 861;,認為早期的康德只= ;是一位平庸的思想家= 65292;並且徹底考察康德é= 84;有論的現代科學意義= 。學界的老套意見有= 9979;面幾點困難無法解ດ= 3;:一、康德在大學會&= #22240;為來自基督教的反= 565;克勞岑(Knutzen) 而學業失= 21033;,二、康德最早關Ą= 44;教學形式上的靈感是= 得自一位中國專家比= 9246;芬格(Bilfinger),三、康= 24503;表達他對一位數學ê= 78;歐以樂 (Euler) 的想法的= 21516;意而後者的作品近ñ= 80;來導致物理學上的超= 弦理論革命。本文焦= 0670;正是康德早年與奧ೄ= 1;勒的關係以及對他的&= #22238;應,特別是康德1756年論「物= 24615;單子」的博士論文Ş= 41;。我主張康德成功結= 合起他自己的和奧義= 1202;的觀點,而且康德= 0;存有論正是今天的超&= #24358;理論和M理論的一= 38754;早期的鏡子,如同ä= 87;義勒的貝塔函數(<= span lang=3DEN-US>beta function)曾是這= 20123;理論的數學鑰匙般z= 90;
關鍵字:=
24247;德、歐以樂、存有ê=
16;、自然、力、超弦<=
span
lang=3DEN-US style=3D'mso-ansi-language:EN-US'>
186 = span>國立政治大學哲學थ= 6;報 第= 1313;一期
=
33600;子與四種人性論觀Ɩ=
70; 187=
《國立政治大ê=
16;哲學學報》 &=
#31532;十一期
(December 2003)頁185-210
= Ó= 22283;立政治大學哲學系