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- W2996193902 abstract "Canonical quantization has served wonderfully for the quantization of a vast number of classical systems. That includes single classical variables, such as $p$ and $q$, and numerous classical Hamiltonians $H(p,q)$, as well as field theories, such as $pi(x)$ and $ phi(x)$, and many classical Hamiltonians $H(pi,phi)$. However, in all such systems there are situations for which canonical quantization fails. This includes certain particle and field theory problems. Affine quantization involves a simple recombination of classical variables that lead to a new chapter in the process of quantization, and which is able to solve a vast variety of normally insoluble systems, such as quartic interactions in scalar field theory in spacetime dimensions 4 and higher, as well as the quantization of Einstein's gravity in 4 spacetime dimensions." @default.
- W2996193902 created "2019-12-26" @default.
- W2996193902 creator A5025579091 @default.
- W2996193902 date "2019-12-01" @default.
- W2996193902 modified "2023-09-27" @default.
- W2996193902 title "The Benefits of Affine Quantization" @default.
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