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Invariances of Approximately Relativistic Lagrangians and the Center-of-Mass Theorem. I

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Outgoing claims: the papers this work cites, builds on, or argues with.

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Zur Elektrodynamik punktf�rmiger Elektronen
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Ein invarianter Variationssatz f�r die Bewegung mehrerer elektrischer Massenteilchen
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�ber die Erhaltungss�tze der Elektrodynamik
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The range of application of the lagrange formalism — I
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On the motion of charged particles in general relativity
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Statistical mechanics of equilibrium and non-equilibrium
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The Classical Theory of Fields
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THE ANALYTICAL FOUNDATIONS OF CELESTIAL MECHANICS
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Generalization of Green's Theorem
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Hamiltonian Formulation of Action-at-a-Distance in Electrodynamics
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Instantaneous Action-at-a-Distance in Classical Relativistic Mechanics
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The Post-Newtonian Equations of Hydrodynamics in General Relativity.
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The Theory of Space, Time and Gravitation
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On a post-Galilean transformation appropriate to the post-Newtonian theory of Einstein, Infeld and Hoffmann
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Radiation Damping in General Relativity
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Lorentz-Invariant Equations of Motion of Point Masses in the General Theory of Relativity
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Effects of Gravitational Radiation Reaction in the General Relativistic Two-Body Problem by a Lorentz-Invariant Approximation Method
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Poincaré-Invariant Equations of Motion for Classical Particles
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The Classical Equations of Motion of Point Particles. I
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The Classical Equations of Motion of Point Particles. II
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Conservation Theorems in Modified Electrodynamics
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Simultaneously Lorentz- and Galilean-Invariant Particle Dynamics
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Classical Electrodynamics in Terms of Direct Interparticle Action
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Hamilton's Principle and the Conservation Theorems of Mathematical Physics
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Der Massendefekt der Atomkerne und das relativistische Mehrkörperproblem
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Relativistic Equations of Motion in Electromagnetic Theory
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Recent Developments in General Relativity

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Incoming claims: where this work appears in other papers’ reference lists and arguments.

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Classical Limit of Yukawa Theory from Quantum State Perspective
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Galilei-and Lorentz-Invariant Particle Systems and their Conservation Laws
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The two-body problem in Rosen's bimetric theory of gravitation
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The post-post-Newtonian problem in classical electromagnetic theory
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Conservation laws of dynamical systems via d'alembert's principle
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Thermodynamics and statistical mechanics in the special theory of relativity
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Relativistic effects in molecular dynamics simulations of heavy-ion collisions
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Center of inertia for the post-Newtonian n-body problem in gravitation with PPN parameters γ and β
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MANY-PARTICLE DYNAMICS
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Relativistic Brownian motion
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Center of inertia and coordinate transformations in the post-Newtonian charged n-body problem in gravitation
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Formulation of Noether’s theorem for Fokker-type variational principles
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Invariances of approximately relativistic Hamiltonians and the center-of-mass theorem
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Approximately relativistic Hamiltonians for interacting particles
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Center-of-mass theorem in post-Newtonian hydrodynamics
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Approximately relativistic Lagrangians for classical interacting point particles. II
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Approximately relativistic Lagrangians for classical interacting point particles. III
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Tentative field-theoretical interpretation of hadronic potentials
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Approximately Relativistic Lagrangians for Classical Interacting Point Particles
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Symmetries and conservation laws: Consequences of Noether’s theorem
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Illustrating some implications of the conservation laws in relativistic mechanics
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GENERALIZED GALILEI-INVARIANT CLASSICAL MECHANICS
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