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         <title>Quantum Field Theoretic Techniques and the Electromagnetic Properties of a Uniformly Magnetized Electron Gas</title>
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         <topic> Magnetohydrodynamics</topic>
         <topic> Quantum field theory</topic>
         <topic>Electron gas</topic>
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         <namePart>Steinert, Leon A.</namePart>
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    <abstract>Field theoretic operators for the charge, rho, and current J, densities of the electron gas were obtained using the Darwin Hamiltonian in &apos;second quantized&apos; form.Temperature dependent Green&apos;s functions were formed from certain averaged combinations of the field creation and annihilation operators.Equations of motion were obtained for these Green&apos;s functions, and rho and j were written in terms of the Green&apos;s functions. In order that rho and j might be expressed explicitly in terms of the perturbing field, formal functional series expansions were obtained for rho and j in terms of the potentials.Connecting relations obtained from the requirements of gauge invariance and charge conservation were used to show the general result that rho and j reduce to functionals of the electric field alone.(Author Modified Abstract)</abstract>
    <note type="statement of responsibility">  Leon A. Steinert.</note>
    <note>1964.</note>
    <note>Title from PDF title page.</note>
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         <topic> Magnetohydrodynamics</topic>
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         <topic> Quantum field theory</topic>
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         <topic>Electron gas</topic>
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              <title>NBS Technical Note 207</title>
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         <title>Quantum field theoretic techniques and the electromagnetic properties of a uniformly magnetized electron gas</title>
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