Search results for 'V. L. Ginzburg' (try it on Scholar)

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  1. V. L. Ginzburg (1981). Notes on the Methodology and Evolution of Physics and Astrophysics. Russian Studies in Philosophy 20 (1):40-82.score: 290.0
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  2. M. D. Pollock (2014). On Gravitational Effects in the Schrödinger Equation. Foundations of Physics 44 (4):368-388.score: 27.0
    The Schrödinger equation for a particle of rest mass $m$ and electrical charge $ne$ interacting with a four-vector potential $A_i$ can be derived as the non-relativistic limit of the Klein–Gordon equation $\left( \Box '+m^2\right) \varPsi =0$ for the wave function $\varPsi $ , where $\Box '=\eta ^{jk}\partial '_j\partial '_k$ and $\partial '_j=\partial _j -\mathrm {i}n e A_j$ , or equivalently from the one-dimensional action $S_1=-\int m ds +\int neA_i dx^i$ for the corresponding point particle in the semi-classical approximation $\varPsi \sim (...)
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