• Episódio 31 -A Hipótese da Simulação num Universo Computacional

  • 2022/09/30
  • 再生時間: 52 分
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Episódio 31 -A Hipótese da Simulação num Universo Computacional

  • サマリー

  • Eu acredito que a Hipótese da Simulação de Nick Bostrom seja uma psedociência que não deve ser considerada. Mas ainda sim deve ser analisada e refutada de forma coerente e clara, e é isso que falamos aqui, sobre o universo como um sistema matemático, computacional e simulável, mas ainda sim, não estamos em uma Matrix.


    Referências:


    1. Baudrillard, Jean. “Jean Baudrillard, Simulacra and Simulations.” (2002).


    2. Bostrom, Nick. "Are we living in a computer simulation?." The philosophical quarterly 53.211 (2003): 243-255.


    3. Bostrom, Nick. "The simulation argument: Why the probability that you are living in a matrix is quite high." Times Higher Education Supplement (2003).

    APA.


    4. Deleuze, Gilles, and Rosalind Krauss. “Plato and the Simulacrum.” October, vol. 27, 1983, pp. 45–56. JSTOR, https://doi.org/10.2307/778495. Accessed 30 Sep. 2022.


    5. Chalmers, David J. "The Matrix as metaphysics." Science Fiction and Philosophy: From Time Travel to Superintelligence (2016): 35-54.

    APA.


    6. Tegmark, Max. "The mathematical universe." Foundations of physics 38.2 (2008): 101-150.


    7. Lloyd, Seth. “Computational capacity of the universe.” Physical review letters 88 23 (2002): 237901 .


    8. Lavaux, Guilhem. “Precision constrained simulation of the local Universe.” Monthly Notices of the Royal Astronomical Society 406 (2009): 1007-1013.


    9. Habib, Salman et al. “The Universe at extreme scale: Multi-petaflop sky simulation on the BG/Q.” 2012 International Conference for High Performance Computing, Networking, Storage and Analysis (2012): 1-11.


    10. Beane, Silas R., Zohreh Davoudi, and Martin J Savage. "Constraints on the Universe as a Numerical Simulation." The European Physical Journal A 50.9 (2014): 1-9.


    Citações de Galileu e Newton:


    11. Opere Il Saggiatore p. 171.


    12. On the margin of his own copy of Dialogue on the Great World Systems.Quoted in J R Newman, The World of Mathematics (New York 1956).


    13. Principia Mathematica.

    続きを読む 一部表示

あらすじ・解説

Eu acredito que a Hipótese da Simulação de Nick Bostrom seja uma psedociência que não deve ser considerada. Mas ainda sim deve ser analisada e refutada de forma coerente e clara, e é isso que falamos aqui, sobre o universo como um sistema matemático, computacional e simulável, mas ainda sim, não estamos em uma Matrix.


Referências:


1. Baudrillard, Jean. “Jean Baudrillard, Simulacra and Simulations.” (2002).


2. Bostrom, Nick. "Are we living in a computer simulation?." The philosophical quarterly 53.211 (2003): 243-255.


3. Bostrom, Nick. "The simulation argument: Why the probability that you are living in a matrix is quite high." Times Higher Education Supplement (2003).

APA.


4. Deleuze, Gilles, and Rosalind Krauss. “Plato and the Simulacrum.” October, vol. 27, 1983, pp. 45–56. JSTOR, https://doi.org/10.2307/778495. Accessed 30 Sep. 2022.


5. Chalmers, David J. "The Matrix as metaphysics." Science Fiction and Philosophy: From Time Travel to Superintelligence (2016): 35-54.

APA.


6. Tegmark, Max. "The mathematical universe." Foundations of physics 38.2 (2008): 101-150.


7. Lloyd, Seth. “Computational capacity of the universe.” Physical review letters 88 23 (2002): 237901 .


8. Lavaux, Guilhem. “Precision constrained simulation of the local Universe.” Monthly Notices of the Royal Astronomical Society 406 (2009): 1007-1013.


9. Habib, Salman et al. “The Universe at extreme scale: Multi-petaflop sky simulation on the BG/Q.” 2012 International Conference for High Performance Computing, Networking, Storage and Analysis (2012): 1-11.


10. Beane, Silas R., Zohreh Davoudi, and Martin J Savage. "Constraints on the Universe as a Numerical Simulation." The European Physical Journal A 50.9 (2014): 1-9.


Citações de Galileu e Newton:


11. Opere Il Saggiatore p. 171.


12. On the margin of his own copy of Dialogue on the Great World Systems.Quoted in J R Newman, The World of Mathematics (New York 1956).


13. Principia Mathematica.

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