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We discuss the problem of defining the center of mass in general relativity and the so-called spin supplementary condition.
Die Elektrodynamik des rotierenden Elektrons
J. Frenkel · 1926
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Spinning Electrons
J. Frenkel · 1926
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Neue Mechanik materieller Systeme
M. Mathisson · 1937
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Das zitternde Elektron und seine Dynamik
M. Mathisson · 1937
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General classical theory of spinning particles in a Maxwell field
H. J. Bhabha and H. C. Corben · 1940
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Relativistic Dynamics of Spin-Fluids and Spin-Particles
J. Weyssenhoff · 1946
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Relativistic dynamics of spin-fluids and spin particles
J. Weyssenhoff and A. Raabe · 1947
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On the definition of the centre of gravity in an arbitrary closed system in the theory of relativity
C. Moller · 1949
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Sur la dynamique des systemes ayant un moment angulaire interne
C. Moller · 1949
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Spinning test-particles in general relativity. II
E. Corinaldesi and A. Papapetrou · 1951
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Relativity: the special theory
J. L. Synge · 1956
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Motion of multipole particles in General Relativity theory
W. Tulczyjew · 1959
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Spin in Classical and Quantum Theory
H. C. Corben · 1961
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A covariant multipole formalism for extended test bodies in General Relativity
W. G. Dixon · 1964
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On a Classical Theory of Charged Particles with Spin and the Classical Limit of the Dirac Equation
W. G. Dixon · 1965
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Description of Extended Bodies by Multipole Moments in Special Relativity
W. G. Dixon · 1967
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“Try simplest cases” discovery of “hidden momentum” forces on “magnetic currents”
W. Shockley and R. P. James · 1967
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The Center-of-Mass in Einstein’s Theory of Gravitation
W. Beiglbock · 1967
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Origin of “Hidden Momentum Forces” on Magnets
S. Coleman and J. H. Van Vleck · 1968
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The Equations of Motion of an Extended Body in General Relativity
J. Madore · 1969
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Dynamics of Extended Bodies in General Relativity. I. Momentum and Angular Momentum
W. G. Dixon · 1970
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Strains in general relativity
D. Bini, F. de Felice, and A. Geralico · 2006
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Spinning test particles in a Kerr field - II
K. Kyrian and O. Semerák · 2007
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Intrinsic definitions of “relative velocity” in general relativity
V. Bolós · 2007
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Mathisson Equations: Non-Oscillatory Solutions in a Schwarzschild Field
R. Plyatsko and O. Stephanyshin · 2008
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Hidden momentum, field momentum, and electromagnetic impulse
D. Babson, S. P. Reynolds, R. Bjorquist, and D. J. Griffiths · 2009
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Riemann normal coordinate expansions using Cadabra
L. Brewin · 2009
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Gravitation
C. W. Misner, Kip S. Thorne, and J. A. Wheeler · 1973
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The definition of multipole moments for extended test bodies
W. G. Dixon · 1973
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Dynamics of Extended Bodies in General Relativity. III. Equations of Motion
W. G. Dixon · 1974
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The Uniqueness of the Center of Mass in General Relativity
R. Schattner · 1979
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Torque and force on a magnetic dipole
L. Vaidman · 1990
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The Many Faces of Gravitoelectromagnetism
R. T. Jantzen, P. Carini, and D. Bini · 1992
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Bobbing and Kicks in Electromagnetism and Gravity
S. Gralla, A. Harte, and R. Wald · 2010
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On the dynamics of classical particles with spin
N. Kudryashova and Yu. N. Obukhov · 2010
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Mathisson-Papapetrou-Dixon equations in the Schwarzschild and Kerr backgrounds
R. Plyatsko, O. Stephanyshin, and M. Fenyk · 2011
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Dynamics of test bodies with spin in de Sitter spacetime
Yu.N. Obukhov and D. Puetzfeld · 2011
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Mathisson’s helical motions for a spinning particle: are they unphysical?
L. F. Costa, C. Herdeiro, J. Natário, and M. Zilhão · 2012
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Spacetime dynamics of spinning particles — exact gravito-electromagnetic analogies
L. F. Costa, J. Natário, and M. Zilhão · 2012
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Hidden momentum and black hole kicks
S. Gralla and F. Herrmann · 2013
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Gravito-electromagnetic analogies
L. F. Costa and J. Natário · 2014
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