Intellectual Impostures

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Intellectual Impostures Page 28

by Alan Sokal


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  Sokal, Alan D. 1996a. “Transgressing the boundaries: Toward a transformative hermeneutics of quantum gravity”. Social Text 46/47 (Spring/Summer): 217–52.

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  Stengers, Isabelle. 1997. “Un impossible débat”. Interview with Eric de Bellefroid. La Libre Belgique (1 October): 21.

  Stengers, Isabelle. 1998. “La guerre des sciences: et la paix?” In: Impostures scientifiques: Les Malentendus de l’affaire Sokal, edited by Baudouin Jurdant. Paris: La Découverte/Alliage, pp. 268–292.

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  INDEX

  ‘abuse’, definition of 4–6

  acceleration 160

  Albert, David 176n, 255n

  Albert, Michael xii, 2n, 192n

  Allen, Woody 25

  Althusser, Louis 17

  ambiguity 50, 81–2, 85–6, 179

  analogy 9–10

  Andreski, Stanislav 1, 10, 42, 46, 194n

  anthropology 183–5

  anti-foundationalism 173n, 196

  argument from authority 11, 56, 178–9

  Aristotle 31, 33, 68, 71

  Aronowitz, Stanley 242, 243

  arrow of time 13n, 125

  astrology 59, 65, 77, 175

  atomic theory 69, 126–7

  axiom of choice 8, 42–4, 171, 247

  Badiou, Alain 171–2

  Barnes, Barry 80–85, 175n, 193

  Barthes, Roland 4, 37

  Baudrillard, Jean 3n, 4, 7, 137–43

  Bergson, Henri xii, 170

  Big Bang 98–9, 125, 143n, 149

  Bloor, David 79–85, 175n, 193

  Boghossian, Paul 2n, 184n

  Bohr, Niels 77, 242

  Bourbaki, Nicolas 34, 45

  calculus 47, 127n, 150–55

  Cantor, Georg 29n, 39n, 40, 43n, 44n

  Cantor’s paradox 29n, 45n

  cardinal 43n

  countable 43n

  of the continuum 43n

  cardinality of the continuum, see power of the continuum

  cardinals, transfinite 146

  catastrophe theory 127–8

  Cauchy, Agustin Louis 21n, 151, 155n

  chaos 13n, 125, 128–36, 140–42, 143n, 181n

  Chomsky, Noam 2n, 10–11n, 177n, 189–92, 257

  Cohen, Paul 43n, 171, 247

  compact space 8, 21–23

  complexity 135, 181n

  continuum hypothesis 43, 171–2

  Copenhagen interpretation 12, 13n, 76–7

  corroboration 60n

  countable 39n, 43n

  criminal investigations 56–7, 66–7, 75, 76, 91–2

  ‘Culture Wars’ xii, 174n

  d’Alembert, Jean 151

  Darwin, Charles 65, 81, 185

  Debray, Régis 167–70

  Deleuze, Gilles xvi, xix, 3, 7, 145–56, 158, 194

  denumerable 39n, 43n

  Derrida, Jacques xviiin, xx, 3, 7, 244, 250

  determinism 129–33, 177–8

  discovery, context of 76

  Duhem, Pierre xviin, 62n, 66n

  Duhem–Quine thesis 66–7

  Eagleton, Terry 187n, 189n

  Ehrenreich, Barbara 2n, 192n, 196n

  Einstein, Albert 4, 58, 64n, 65, 68, 81, 98–9, 115–23, 138n, 180n, 185n

  Epstein, Barbara 2n, 187n, 189n, 192n

  Euler, Leonhard 51–2

  evolution 54n, 65, 68, 78

  ‘fact’, redefinition of 92–4

  falsification 59–65

  Feyerabend, Paul 50, 59, 72n, 73–9, 92n, 94n, 175

  fluid mechanics 100–107, 177, 242

  Foucault, Michel 120, 145, 151, 250

  Foucault pendulum 81

  Fourez, Gérard 92–4

  fractal geometry 125, 127, 142, 157

  frame of reference 116–20

  inertial 71n

  Frege, Gottlob 26, 38, 104, 108

  Fuhrman, Mark 57n

  Fuller, Steve 12n, 90n

  Galilei, Galileo 68, 70, 71n, 74n, 81, 116, 118, 185

  geometry: differential 4, 111, 245

  fractal 125, 127, 142, 157

  non-Euclidean 4, 137–40, 163

  Riemannian 138n, 146

  Gödel’s theorem 44–5, 125, 126, 128n, 145, 164, 167–70

  Gross, Paul xvin, 2n, 86n, 143

  Guattari, Félix 3, 7, 145–51, 156–8, 194

  Halley’s comet 61, 64–5n,

  Harding, Sandra 186n, 251–3

  Hayles, N. Katherine 101–3, 112n, 242

  Hegel, Georg Wilhelm Friedrich 150, 154–5n

  Heisenberg, Werner 77, 242

  Hobsbawm, Eric 195, 246

  Holton, Gerald 2n

  Hume, David 12, 26, 53, 57, 60

  incommensurability of paradigms 50, 67–73

  induction 57–8, 60–1, 65

  infinites
imals 151–5

  instrumentalism 50, 55n

  integer 25–8

  Irigaray, Luce 3, 97–113, 194, 242, 245

  irreversibility 13n, 157

  jouissance, space of 8, 19–23

  justification, context of 76

  knowledge, redefinition of 81n, 184–5

  Kristeva, Julia xv, xviii, xixn, 3n, 4, 5n, 7, 37–47

  Kuhn, Thomas 50, 59, 67–73

  Lacan, Jacques xv, xvi, xviiin, xix, 3–5, 17–35, 46, 103, 104, 194

  Lagrange, Joseph Louis 154, 155n

  Laplace, Pierre Simon 61n, 125, 131

  Latour, Bruno xv, xviin, xixn, 3, 4, 7, 85–90, 115–23, 193

  Laudan, Larry 49, 59n, 66n, 83n

  Lechte, John 3n, 38

  ‘Left Conservatism’ 196–7

  Levitt, Norman xvin, 2n, 86n, 143

  linearity 104n, 111, 133–5, 138, 140–1, 157, 243–5

  Lodge, David 241

  Lorentz transformations 118

  Lyotard, Jean-François 3, 125–8, 181, 243–4

  mathematical induction 25

  mathematical logic 25–33, 38–45, 107–10, 128n, 167–72

  Maudlin, Tim 67n, 70–2, 176n

  Maxwell, James Clerk 55n, 132

  ‘memory of water’ 140–1

  Mercury, orbit of 64, 65n, 74n, 76n

  Mermin, N. David xv, 79n, 99n, 116n, 118n, 121–3, 175n

  metaphor xvii, 9, 24, 37, 41, 107, 120, 137–8, 177

  Milner, Jean-Claude 17

  Möbius strip 18, 142–3

  ‘morphogenetic field’ 242, 244

  Nanda, Meera 94–5

  Neptune 61, 64n

  ‘New Age’ 73n, 191, 198, 242–4, 255n

  Newton, Isaac 6–7, 68, 118, 151, 185

  Newtonian mechanics 55n, 61–4, 66, 71n, 83, 99, 118, 134–5, 139, 164

  nonlinearity 104n, 111, 133–5, 138, 140–1, 157, 243–5

  nuclear fission 98–9

  number: imaginary 23–5

  irrational 23–4

  natural 25–7

  real 21n, 39n, 43n, 133, 153n

  paradigms 50, 67–73

  ‘paralogy’ 128

  Peano, Giuseppe 38, 167

  Pinker, Steven 38n, 176–7n

  Poincaré, Henri 132–3

  Pollitt, Katha 2n, 194, 196n

 

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