activity
19982009
most citedDavid Hilbert and the origin of the "Schwarzschild solution"

32 citations · 43 across the 6 of their papers we have counts for

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Showing gr-qcShow all

9 papers · 1 filter

gr-qc20093 cited

The group aspect in the physical interpretation of general relativity theory

Salvatore Antoci, Dierck-Ekkehard Liebscher

When, at the end of the year 1915, both Einstein and Hilbert arrived at what were named the field equations of general relativity, both of them thought that their fundamental achie…

gr-qc20046 cited

Reinstating Schwarzschild's original manifold and its singularity

Salvatore Antoci, Dierck-Ekkehard Liebscher

The content of this review is summarized here through the titles of its sections, as follows: 1. Introduction: Schwarzschild's original solution and the ``Schwarzschild solution''.…

gr-qc2004

The Electrostatics of Einstein's Unified Field Theory

S. Antoci, D. -E. Liebscher, L. Mihich

When sources are added at their right-hand sides, and g_{(ik)} is a priori assumed to be the metric, the equations of Einstein's Hermitian theory of relativity were shown to allow…

gr-qc2004

Proposal for an Interpretation of the Hermitian Theory of Relativity

S. Antoci

The equilibrium conditions for charges and currents, apparent in exact solutions of the field equations, lead one to regard the Hermitian theory of relativity as the theory of a fi…

gr-qc20032 cited

The topology of Schwarzschild's solution and the Kruskal metric

S. Antoci, D. -E. Liebscher

Kruskal's extension solves the problem of the arrow of time of the ``Schwarzschild solution'' through combining two Hilbert manifolds by a singular coordinate transformation. We di…

gr-qc2001

A Rule for the Equilibrium of Forces in the Hermitian Theory of Relativity

S. Antoci

When the behaviour of the singularities, which are used to represent masses, charges or currents in exact solutions to the field equations of the Hermitian theory of relativity, is…