Bell matrices and Bell polynomials
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Bell matrices and Bell polynomials
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12/16/2022, 10:55 PM
Oups.. I'm sorry. Tbh I shouldn't lose myself in this rabbit hole too. The foundations are not ready yet.
MSE MphLee Mother Law \((\sigma+1)0=\sigma (\sigma+1)\) S Law \(\bigcirc_f^{\lambda}\square_f^{\lambda^+}(g)=\square_g^{\lambda}\bigcirc_g^{\lambda^+}(f)\)  (12/16/2022, 10:55 PM)MphLee Wrote: Oups.. I'm sorry. Tbh I shouldn't lose myself in this rabbit hole too. The foundations are not ready yet. No problem Mphlee. I imagine justifying shit like this is going to light up in 20 years. Especially, because of how it relates to the mathematics of Quantum Physics   I know I don't talk about it here, but I'm a huge Feynman guy, and I'm obsessed with "the renormalization problem"--and the compositional integral was my crack at this shit. Even if I don't solve it--anyone who solves that problem inadvertently solves these problems, lol.
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