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- W2003102095 abstract "We compute the magnetic moments predicted by the general linear, finite-component, manifestly covariant relativistic wave equation of first order, $(ensuremath{-}i{ensuremath{beta}}^{ensuremath{mu}}{ensuremath{partial}}_{ensuremath{mu}}+1)ensuremath{psi}(x)=0$, with Hermitian ${ensuremath{beta}}^{0}$, and minimal coupling to an external electromagnetic field. Here the wave function is assumed to transform according to an arbitrarily given finite-dimensional representation of the Lorentz group. The $g$ factors depend not only on the transformation law of the wave function but also on the mass spectrum of wave equation." @default.
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- W2003102095 title "Magnetic moments for particles described by a class of relativistic wave equations" @default.
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