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The skeleton conception of elementary particles is considered in the paper.Conventional particle dynamics is formulated in an unaccomplished form, whichis adequate only in the continuous space-time geometry. The conventionaldifferential equations of the particle motion cannot be written in the discretespace-time geometry. In the discrete space-time geometry the particle worldline is replaced by the world chain. The world chain links has a finite length(not infinitesimal). The world chain appears to be stochastic. Statisticaldescription of stochastic world chains leads to the Schr\"{o}dinger equation,if the elementary length of the geometry is chosen in a proper way. The quantumprinciples are founded by existence of the discrete (and multivariant)space-time geometry and lose the role of prime physical principles. In theskeleton conception the particle is described by its skeleton (several rigidlyconnected space-time points). Skeleton conception of the elementary particlesrealizes a proper description of the particle state, which appears to beadequate in a discrete space-time geometry. The particle dynamics takes theform of a monistic conception, which is described completely in terms of theworld function of the space-time geometry. The skeleton conception accomplishesthe transition from nonrelativistic physics to the relativistic one andrealizes the total geometrization of particle dynamics.

Incompleteness of the particle dynamics in microcosm and the skeleton conception of elementary particles as overcoming of this incompleteness