Off-site continuums and methods of their mathematical description

TL;DR

This paper explores the mathematical foundations for describing off-site continuums and their physical objects, proposing new methods for their mathematical and perceptual representation.

Contribution

It introduces novel mathematical principles and methods for describing off-site continuums and their observable structures, advancing the theoretical framework.

Findings

Mathematical description of off-site continuums established

Methods for visual perception of off-site objects proposed

Framework for analyzing physical objects from different continuums developed

Abstract

The hypothesis concerning the off-site continuum existence is investigated from the point of view of the mathematical theory of sets. The principles and methods of the mathematical description of the physical objects from different off-site continuums are introduced and discussed. There are also proposed the mathematical methods of the description of the off-site continuum observable structures and the visual perception of its physical objects from the continuum of the observer.