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Physics, 11.07.2019 00:10 paigeisawesome

Work in 1-dimension for simplicity. let ั„(2', t) %3dt(2", 2)ั„(ั‚, t), where t(',x) is called the "space translation operator from x to x". so that r' = x + dx. explain why the following form makes (a) consider an infinitesimal space translation, sense for the corresponding "infinitesimal space translation operator": idx t(xdr, x) 1 + รด+ (dx2) (b) hence show that o is the momentum operator. (c) explain why the full space translation operator is thus given by and comment on the relationship of this expression to the usual taylor series expansion of /(x',t) around the point r

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Work in 1-dimension for simplicity. let ั„(2', t) %3dt(2", 2)ั„(ั‚, t), where t(',x) is called the "spa...
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