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  1. Measuring standards in Weyl-type theories.Mark Israelit - 1989 - Foundations of Physics 19 (1):77-90.
    The problem of measurement in theories based on geometry with nonmetricity and contorsion is analyzed. In order to enable the use of atoms as measuring standards, one has to remove the nonintegrability of length in the interior of atoms. Geometrical descriptions appropriate fo this purpose are found in the general case and in the case of two-covariant theories.
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  • A gauge-covariant bimetric tetrad theory of gravitation and electromagnetism.Mark Israelit - 1989 - Foundations of Physics 19 (1):33-55.
    In order to get to a geometrically based theory of gravitation and electromagnetism, a gauge covariant bimetric tetrad space-time is introduced. The Weylian connection vector is derived from the tetrads and it is identified with the electromagnetic potential vector. The formalism is simplified by the use of gauge-invariant quantities. The theory contains a contorsion tensor that is connected with spinning properties of matter. The electromagnetic field may be induced by conventional sources and by spinning matter. In absence of spinning matter, (...)
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