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Atrium > Mathematics, Physics & Philosophy: A paper by hugo bacard

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    • CommentRowNumber1.
    • CommentAuthortonyjones
    • CommentTimeSep 6th 2014
    http://www.math.uwo.ca/~hbacard/SZ_QS.pdf anybody seen this paper before? Talks about stable homotopy theory and its connections with physics and number theory
    • CommentRowNumber2.
    • CommentAuthorUrs
    • CommentTimeSep 8th 2014
    • (edited Sep 8th 2014)

    Talks about stable homotopy theory and its connections with physics and number theory

    I have looked at it now. I am not sure if I understand the purpose. Maybe you could tell us which statement in the article you would highlight as one that made you point out this article.

    Regarding connections to physics, I don’t actually see any being mentioned. What do you have in mind?

    Regarding connections to number theory, I see that the author mentions the integers. But what statement in number theory do you have in mind?

    Regarding this being “about stable homotopy theory” I notice that the note ends on p. 9 with the author saying he has been intimitated by the concept of spectra and then suggests a way to look at the standard definition of Ω\Omega-spectra. So there seems to be some way to go for the author to speak about stable homotopy theory…

    In conclusion, right now I am not sure what to get out of this.

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