2. Philosophy - Stefano Franchi

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310 A MOVABLE CONCLUSION
REFERENCES Adorno, Theodor, Hegel: Three Studies (Cambridge: MIT UP, 1993). Agamben, Giorgio, Idea della Prosa (Milano: Feltrinelli, 1985); Engl. tr. Idea of the Prose (Minneapolis: Minnesota UP, 1995). Agamben, Giorgio, Language and Death (Minneapolis: Minnesota UP, 1991). Agamben, Giorgio, Stanze (Torino: Einaudi, 1977); Engl tr. Stanzas (Minneapolis: Minnesota UP, 1993). Agamben, Giorgio, The Coming Community (Minneapolis: Minnesota UP, 1993). Agre, Philip, “The Soul Gained and Lost,” Stanford Humanities Review, 4, 2, 1995. Almeida, Mauro Barbosa de, "Symmetry and Entropy. Mathematical Metaphors in the Work of Lévi-Strauss,” Current Anthropology, 31, 4 (1990) 367-377. 214 Althusser, Louis, and Balibar, Etienne Lire "Le Capital" (Paris: Maspero, 1970-73). Athanasiou, Tom, “High Tech Politics: The Case Of Artificial Intelligence,” The Socialist Review, 17, 2 (1987) 6-37. Aumann, Robert, and Hart, Sergiu, Handbook of Game Theory with Economic Applications (New York: North Holland, 1991-forthcoming). 197 Aycock, Alan, "Finite Reason: A Construction of Desperate play," Play and Culture 5, 2, (1992) 182-208. Aycock, Alan, “Derrida/Fort-da: deconstructing play”, Postmodern Culture, 3, 2, January 1993. Barr, Avrom, Cohen, Paul, and Feigenbaum, Edward, eds., Handbook of Artificial Intelligence (Los Altos, CA: Kaufmann, 1982), 3 voll. Barwise, Jon and Etchmendy, John, The Liar (Oxford: Oxford UP, 1987). Barwise, Jon, and Moss, Lawrence, Vicious Circles (Stanford, CA: CSLI Publications, 1996). Boden, Margaret, Artificial Intelligence and Natural Man (New York: Basic Books, 1977) Boden, Margaret, ed., The <strong>Philosophy</strong> of Artificial Intelligence (Oxford: Oxford UP, 1990). Borel, Émile “La théorie du jeu et les équations intégrales à noyau symétrique gauche,” Comptes Rendus de l’Académie des Sciences, 173 (1921). 1304-1308 Borel, Émile, "Sur les jeux où interviennent l’hasard et l’habilité des jouers,” Elements de la théorie des probabilités, (Paris: Librairie Scientifique, 1924). Bowden, Bertram, Faster than Thought, a Symposium on Digital Computing Machines (London: Pitman, 1953). 311
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ENDGAMES Game and Play at the End o
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I. Prelude 1. Mr. Palomar 3 2. Mr.
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PRELUDE
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M R . PALOMAR will make clear, hope
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M R . PALOMAR’ S CHECKMATES I wil
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M R . PALOMAR’ S CHECKMATES Conce
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M R . PALOMAR’ S CHECKMATES “sh
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M R . PALOMAR’ S CHECKMATES after
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T HE WORLD OF CANDRAKIRTI we have s
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T HE WORLD OF CANDRAKIRTI in a manu
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T HE WORLD OF CANDRAKIRTI securing
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T HE WORLD OF CANDRAKIRTI and combi
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tion: T HE WORLD OF CANDRAKIRTI 1.
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T HE WORLD OF CANDRAKIRTI interpret
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T HE WORLD OF CANDRAKIRTI biguity,
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T HE IRREPARABLE LIGHT OF DAWN the
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T HE IRREPARABLE LIGHT OF DAWN In M
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CHAPTER I THE END OF PHILOSOPHY in
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2. Philosophy P HILOSOPHY Discourse
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P HILOSOPHY cably intertwined that
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P HILOSOPHY As this passage shows,
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H EGEL’ S PARADOX inner contradic
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H EGEL’ S PARADOX for better or f
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H EGEL’ S PARADOX a series of eve
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H EGEL’ S PARADOX Let us go back
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H EGEL’ S PARADOX then I am clear
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H EGEL’ S PARADOX opened up for u
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P HILOSOPHY’ S ENDS Therefore, ou
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P HILOSOPHY’ S ENDS Western tradi
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P HILOSOPHY’ S ENDS goes, has chi
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P HILOSOPHY’ S ENDS his argument.
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P HILOSOPHY’ S ENDS sented as sep
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P HILOSOPHY’ S ENDS The first opt
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P HILOSOPHY’ S ENDS to philosophy
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P HILOSOPHY’ S ENDS This multipli
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O F LINES, CIRCLES, AND SPHERES. co
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O F LINES, CIRCLES, AND SPHERES. 12
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O F LINES, CIRCLES, AND SPHERES. on
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“EIN SPIELEN DER LIEBE MIT SICH S
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CHAPTER II ABSOLUTE(S) SPIELEN in w
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“ TO DIE GAME” Spiel is actuall
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“ TO DIE GAME” context of a “
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“ TO DIE GAME” tion that is the
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A BSOLUTE( S ) SPIELEN tragic: this
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A BSOLUTE( S ) SPIELEN the player m
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A BSOLUTE( S ) SPIELEN Hegel is the
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A BSOLUTE( S ) SPIELEN tation, woul
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A BSOLUTE( S ) SPIELEN the roots of
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B ORDERING PHILOSOPHY holds itself
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B ORDERING PHILOSOPHY informal expl
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B ORDERING PHILOSOPHY ditions that
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B ORDERING PHILOSOPHY inside the bu
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B ORDERING PHILOSOPHY The existence
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B ORDERING PHILOSOPHY duction that
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S PIELEN, THE ABYSS, AND THE CHILD
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T HE GREAT BEYOND source, from the
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T HE GREAT BEYOND completion. This
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T HE GREAT BEYOND proach practiced
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CHAPTER III PHILOSOPHY, NON-PHILOSO
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N ON-PHILOSOPHY does not build the
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N ON-PHILOSOPHY new fields of inqui
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N ON-PHILOSOPHY would do more justi
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N ON-PHILOSOPHY odology which is no
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O N THE VARIOUS MEANINGS OF “X IS
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B ETWEEN ENGINEERING, SCIENCE, AND
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A RTIFICIAL INTELLIGENCE AS A NON-
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S TRUCTURALISM AND PHILOSOPHY sight
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S TRUCTURALISM AND PHILOSOPHY terme
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S TRUCTURALISM AND PHILOSOPHY Geert
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AI, STRUCTURALISM, AND SPIEL Of cou
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CHAPTER IV CHESS, GAMES, AND FLIES
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T HE DROSOPHILA OF AI. involvement
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T HE DROSOPHILA OF AI. analogy. 6 T
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T HE DROSOPHILA OF AI. engine of th
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T HE DROSOPHILA OF AI. tists belong
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G AME THEORETIC GAMES reductive. Th
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G AME THEORETIC GAMES There are two
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G AME THEORETIC GAMES player outsid
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G AME THEORETIC GAMES The typical g
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G AME THEORETIC GAMES After this ex
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G AME THEORETIC GAMES become the st
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C OMBINATORIAL EXPLOSIONS the diffi
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C OMBINATORIAL EXPLOSIONS “soluti
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C OMBINATORIAL EXPLOSIONS good move
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C OMBINATORIAL EXPLOSIONS possible
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C OMBINATORIAL EXPLOSIONS tive Beha
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C OMBINATORIAL EXPLOSIONS in 1958 a
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C OMBINATORIAL EXPLOSIONS tics pose
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CHAPTER V STRUCTURES (AND SPACES) i
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G AMES AND STRUCTURES same function
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G AMES AND STRUCTURES ically limiti
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conscious phenomena. F ROM LANGUAGE
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F ROM LANGUAGE TO MYTH ulating an e
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F ROM LANGUAGE TO MYTH ers, see as
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F ROM LANGUAGE TO MYTH sents itself
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Cadmos seeks his sister Europa, rav
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F ROM LANGUAGE TO MYTH of oppositio
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F ROM LANGUAGE TO MYTH blood relati
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F ROM LANGUAGE TO MYTH spected, and
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F ROM LANGUAGE TO MYTH It means tha
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S EARCH- SPACES AND STRUCTURES peat
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S EARCH- SPACES AND STRUCTURES or n
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S EARCH- SPACES AND STRUCTURES betw
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CHAPTER VI ANACLASTIC SUPPLEMENTS i
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T HE SUPPLEMENT We now have an answ
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T HE SUPPLEMENT Furthermore, let su
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T HE SUPPLEMENT bers of ~C and AB.
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T HE SUPPLEMENT the three sets A, B
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T HE SUPPLEMENT Notice, again, that
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F ORM AND CONTENT very word “stru
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F ORM AND CONTENT that the former p
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F ORM AND CONTENT completely differ
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F ORM AND CONTENT pressing games, e
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S TRUCTURE AND SUBSTANCE This does
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2. Philosophy - Stefano Franchi

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