数学联邦政治世界观
超小超大

德勒兹2(完结)

参考文献:

81. See Chevalley, ‘Albert Lautman et le souci logique’, p. 50.

82. Lautman,Essai sur l’unité, p. 203.

83. Lautman,Essai sur l’unité, p. 290.

84. Petitot, ‘La dialectique de la vérité’, p. 86.

85. Lautman,Essai sur l’unité, p. 211.

86. Lautman, Essai sur l’unité, p. 210.

87. Lautman, Essai sur l’unité, p. 212.

88. Lautman, Essai sur l’unité, p. 212.

89. Lautman, Essai sur l’unité, p. 142.

90. Lautman, Essai sur l’unité, p. 143.

91. Lautman, Essai sur l’unité, p. 212.

92. Lautman, Essai sur l’unité, p. 210.

93. Lautman, Essai sur l’unité, p. 205.

94. Lautman, Essai sur l’unité, p. 210.

95. Lautman, Essai sur l’unité, p. 142.

96. Lautman, Essai sur l’unité, p. 205.

97. Lautman,Essai sur l’unité, p. 142.

98. Lautman,Essai sur l’unité, p. 40.

199. Barot, ‘L’objectivité mathématique selon Albert Lautman’, p. 22.

100. Lautman,Essai sur l’unité, p. 213.

101. Lautman,Essai sur l’unité, pp. 32, 45–7. The ‘global conception of the analytic function that one fi nds with Cauchy and Riemann’ (p. 32) is posed as a conceptual couple in relation to Weierstrass’ approximation theorem, which is a local method of determining an analytic function in the neighbourhood of a complex point by a power series expansion, which, by a series of local operations, converges around this point (pp. 45–7).

102. The same conceptual couple is illustrated in geometry by the connections between ‘topological surface properties and their local differential properties’, that is, between the curvature of the former and the determination of second derivatives of the latter, both in the ‘metric formulation’ of geoemtry in the work of Hopf (Lautman,Essai sur l’unité, pp. 40–3) and ‘in its topological formulation’ in Weyl and Cartan’s theory of closed groups (pp. 43–4).

103. See Barot, ‘L’objectivité mathématique selon Albert Lautman’, p. 10; Chevalley, ‘Albert Lautman et le souci logique’, pp. 63–4.

104. Lautman,Essai sur l’unité, p. 209.

105. For an account of the role that this example of the local–global conceptual couple plays in Deleuze see Simon Duffy, ‘The Mathematics of Deleuze’s Differential Logic and Metaphysics’, in Duffy (ed.),Virtual Mathematics: The Logic of Difference.

106. Lautman,Essai sur l’unité, p. 288.

107. Lautman,Essai sur l’unité, p. 209.

108. Lautman,Essai sur l’unité, p. 288.

109. Loi in Lautman,Essai sur l’unité, p. 12.

110. Petitot, ‘La dialectique de la vérité’, p. 99.

111. Lautman,Essai sur l’unité, p. 22.

112. Petitot, ‘La dialectique de la vérité’, p. 113.

113. Petitot, ‘La dialectique de la vérité’, p. 80.

114. Petitot, ‘La dialectique de la vérité’, p. 113. See also Barot, ‘L’objectivité mathématique selon Albert Lautman’, pp. 6, 16 n. 1.

For a Deleuzian account of an alternative speculative logic to the Hegelian dialectical logic, one that implicates the work of Lautman, see Simon Duffy,The Logic of Expression: Quality, Quantity and Intensity in Spinoza, Hegel and Deleuze (Aldershot: Ashgate, 2006), pp. 74–91, 254–60.

115. Jean-Michel Salanskis, ‘Idea and Destination’, inDeleuze: A Critical Reader, edited by P. Patton (Cambridge: Blackwell, 1996); Salanskis, ‘Pour une épistémologie de la lecture’, Alliage 35–6 (1998) <http:// www.tribunes.com/tribune/alliage/accueil.htm>; Daniel W. Smith, ‘Mathematics and the Theory of Multiplicities: Deleuze and Badiou Revisited’, Southern Journal of Philosophy 41:3 (2003), pp. 411–49; Duffy, ‘The Mathematics of Deleuze’s Differential Logic and Metaphysics’.

116. Petitot, ‘La dialectique de la vérité’, p. 87 n. 14.

117. See Salanskis, ‘Pour une épistémologie de la lecture’ (in particular the section entitled ‘Contre-temoinage’).

118. Salanskis, ‘Idea and Destination’, p. 64.

119. When Deleuze and Guattari comment on ‘the “intuitionist” school (Brouwer, Heyting, Griss, Bouligand, etc.),’ they insist that it ‘is of great importance in mathematics, not because it asserted the irreducible rights of intuition, or even because it elaborated a very novel constructivism, but because it developed a conception of problems, and of a calculus of problems that intrinsically rivals axiomatics and proceeds by other rules (notably with regard to the excluded middle)’ (TP 570 n. 61). Deleuze extracts this concept of the calculus of problems itself as a mathematical problematic from the episode in the history of mathematics when intuitionism opposed axiomatics. It is the logic of this calculus of problems that he then redeploys in relation to a range of episodes in the history of mathematics that in no way binds him to the principles of intuitionism. See Duffy, ‘Deleuze and Mathematics’, in Duffy (ed.),Virtual Mathematics: The Logic of Difference, pp. 2–6.

120. For a brief account of Deleuze’s enagement with Galois see Gilles Châtelet, ‘Interlacing the Singularity, the Diagram and the Metaphor’, trans. S. Duffy, in Duffy (ed.),Virtual Mathematics: The Logic of Difference, p. 41; Salanskis, ‘Mathematics, Metaphysics, Philosophy’, in Virtual Mathematics pp. 52–3; Salanskis, ‘Pour une épistémologie de la lecture’; Daniel W. Smith, ‘Axiomatics and Problematics as Two Modes of Formalisation: Deleuze’s Epistemology of Mathematics’, in Duffy (ed.), Virtual Mathematics: The Logic of Difference, pp. 159–63.

121. See Salanskis, ‘Pour une épistémologie de la lecture’.

122. See Salanskis, ‘Pour une épistémologie de la lecture’.

123. See Duffy,The Logic of Expression, where the complex concept of the logic of different/ciation is demonstrated to be characteristic of Deleuze’s ‘philosophy of difference’.

124. Lautman,Essai sur l’unité, p. 209.

125. For a critical account of Lautman’s engagement with Kant see Petitot, ‘La dialectique de la vérité’. See also Salanskis, ‘Idea and Destination’, for an account of the signifi cance of Kant for Deleuze’s engagement with Lautman. See Nathan Widder, ‘The rights of Simulacra: Deleuze and the Univocity of Being’,Continental Philosophy Review 34 (2001), pp. 437–53 for an account of Deleuze’s reversal of Platonism and its implied idealism.

126. See Smith, ‘Axiomatics and Problematics’, for an account of the operation of the relation between Royal and nomad science and between axiomatics and problematics in Deleuze’s work.

127. Lautman,Essai sur l’unité, p. 87.

128. See Duffy, ‘Schizo-Math’,Angelaki 9: 3, 2004, pp. 199–215 and ‘The Mathematics of Deleuze’s Differential Logic and Metaphysics’.

129. Lautman,Essai sur l’unité des mathématiques, p. 195.

数学联邦政治世界观提示您:看后求收藏(笔尖小说网http://www.bjxsw.cc),接着再看更方便。

相关小说

斗龙战士2之东方末与云知画 连载中
斗龙战士2之东方末与云知画
云知画
正义顽强的东方末和明媚坚毅的云知画从一开始的毒舌相向,到并肩经历种种困难与生离死别,最终成为彼此生命中不可或缺的“soulmate”的故事。......
1.9万字8个月前
彩虹的光辉 连载中
彩虹的光辉
曦光耀雪
唐彩星成神的故事.这里古月娜他们不是毁灭之神和生命女神,她原本以为自己是唐三的女儿其实自己是生命女神的女儿,因为毁灭之神怕毁灭之力干扰了女儿......
2.8万字6个月前
异世旅行进行时 连载中
异世旅行进行时
破晓之泪
(封面用的是繁体字)全员恶人!×3有绿茶!×3主人物:(名字见书本)❤️在一场实验中,由于科研人员的失误,导致新研发的新型病毒扩散。动物们开......
0.7万字5个月前
ourname 连载中
ourname
木楚晴天
一丢丢科幻,青春的故事,我们在一起的美好日子和一些无法用言语理解的事情
2.3万字4个月前
逃少同人:逃离此方世界 连载中
逃少同人:逃离此方世界
海盐冰冰
【逃少/私设/无cp/群像】失去了过去和未来的少年们,卑劣的躲在时空的罅隙之中,别再指责,那是他们的家“那不是我的家”是谁意识到了不对“那不......
0.3万字2个月前
末世之残酷的生存法则 连载中
末世之残酷的生存法则
听心m
末世+重生+虐渣+双强+虐心+不圣母+空间,末世降临,天灾不断。先是台风+?暴雨+极寒+极热+瘟疫肺热病+极昼+永夜+酸雨+火山喷发+海啸+......
24.7万字2个月前