Abstract
A class of fields is constructed explicitly within the models of quantized space-time first proposed by Snyder. These fields contain explicitly the elementary length'' a, in contrast with the fields originally obtained by Snyder, which can be obtained from ours by letting a yields 0. We show that the electrostatic energy of an unquantized point charge can be made finite by a suitable choice of the basic commutators even through an elementary volume does not exist in the theory.
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