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Abstract: A covariant Hamiltonian description was introduced in the dynamics of chargesand electromagnetic interaction. By a canonical transformation this Hamiltonianformalism was transformed to obtain the Dirac generators for any form ofrelativistic dynamics, as coefficients of a first degree polynomial in the tentranslation and rotation velocities of the Poincar\-e transformation. TheCurrie-s world line conditions were generalized to any form of the dynamics.The explicit relation between the covariant field variables and the more usual3-dimensional Fourier variables was derived.

Author: E. Piña



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