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On a Derivation of the Gravitational Equation of the Brans-Dicke Theory

Michio Nishioka

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Abstract

By introducing a tensor field F which is a linear combination of the Riemann curvature tensor and the tensor built of the scalar field, and by assuming that the tensor field F satisfies the gravitational equation of the Einstein type, one derives the …

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By introducing a tensor field F which is a linear combination of the Riemann curvature tensor and the tensor built of the scalar field, and by assuming that the tensor field F satisfies the gravitational equation of the Einstein type, one derives the …

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Available abstract

By introducing a tensor field F which is a linear combination of the Riemann curvature tensor and the tensor built of the scalar field, and by assuming that the tensor field F satisfies the gravitational equation of the Einstein type, one derives the …

Key concepts: Einstein tensor, Scalar–tensor theory, Mathematical physics, Riemann curvature tensor, Classical field theory, Physics, Metric tensor, Gravitational field

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