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he says, "In their most general mathematical form, spinors were discovered in 1913 by the author of this work, in his investigations on the linear representations of simple groups" and has a footnote for the Cartan's original publication in french. Weyl did work on the subject, but I don't know when
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Myron W, Evans is the inventor of ECE theory, a new theory of theoretical physics based on Cartan geometry. He claims: "ECE theory is based directly on Cartan gemetry , which is why it has been overwhelmingly accepted internationally by all the best universities, institutes and similar in the world.
496:? The latter does not claim to enumerate of great mathematicians; instead, it reflects in personal detail on what made Cartan's work exceptional. It also has the advantage that it was written by well-established mathematicians whose fields intersected with Cartans'.
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The introduction's 1999 citation for Cartan's "greatness" seems somewhat shaky as a list of "great" mathematicians. For example, Grothendieck, Serre, and
Hilbert are absent from the list. Might it be better to replace this citation by one to Chern and Chevalley's
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They attacked Cartan geometry because I used it in an imaginative way. Nothing as stupid as this has ever happened in science." Is there anything to these claims?
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the majority of the section "work" is directly copied from the DSB entry and 2.2 is mostly copied from Akivis & Rosenfeld.
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Somewhere in the article it should note that Cartan discovered the general mathematical form of spinors in 1913. --
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You are probably more of an expert on the subject than I, but in the introduction to Cartan's
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I wouldn't mind having this mentioned in some form. The opening sentence does emphasise
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I was thinking Cartan's article should also mention it. Maybe I'm wrong. --
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he did it, all references I can find right now came far after 1913. --
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