Brian Josephson at Nobel Lindau 2019

Just a holding post to capture this recent (2019) link to Brian Josephson’s Nobel Laureate talk to young scientists at the 2019 Lindau meeting.

Brian was one of the first physical scientists I came across (back in 2002) that gave serious consideration of the relevance to physics of living and conscious models. I’ve seen him speak and linked to other lectures of his, and it’s fair to say his written thought is better than his presentation skills, but his thinking is still worth close consideration.

“Matter thinks, feels and converses” in Karan Barad’s words he was tempted not to quote.

Much about the limitations of mathematics to represent physics. Our choice of mathematics (languages) greatly influences the models we arrive at
(Reminded me of @katoi and Peter Rowlands)

Lots of good links in his entirely textual slides, pan-psychists and universal-lifeists take note. (Mentioning no names Philip Goff and Tim Bollands).

A lot of the content of the talk is in this paper “The Physics of Mind and Thought“. And consistent with my original and enduring cybernetic interest, it has a strong information processing and game theory thread. A physical scientist quoting Foucault, Wittgenstein and ABBA’s Name of the Game! Excellent.

[As recently as here, quoting the paired concepts that to start playing a game you have to know (some of) the rules, but the playing of the game evolves and creates new rules and objects between the players, even if the formal (constraining) rules are fixed. I think that “stepping stone” model is basically “your move” in Hofstadter’s “Tabletop” game.]

Oh my:

“This is what conversation is about; individuals develop tools for creating a synthetic reality on the basis of their past experience (compare this with building real objects with a construction kit, on the basis of descriptions in language) and can cooperate in their use.”

… and …

“[T]here may be no other way to advance beyond the unavoidable limitations associated with the outdated idea that the complexities of reality can be reduced to a formula.”