Abstract
A topological model of the object-based space is represented as a bundle
allowing for a complete description of an object by specifying the intensity and rigidity
of its properties, and the object itself is represented as a resultant vector. As a case
study, an object-based space is constructed that makes it possible to obtain the relations
of the special theory of relativity as the conservation laws of informational content
without using the hypothesis on the existence of space and time.
Keywords: Classical and imaginary time, Mental space, Object-based space, Quantum mechanics, Special theory of relativity.
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