OBJECTIVE OPERATIONS IN THE CLASSICAL CONTINUUM THEORY

摘要

This report deals with the problem of the definition of objective (or frame-indifferent) time fluxes. It is shown that in the Euclidean space these time fluxes can be defined in terms of linear operations called shifting.nThe inverse of the objective time flux is the objective integration along path lines. These integration processes can also be constructed by means of shifting operations.nThe general considerations show that the definition of objective differentiation and integration is not unique.