Wheeler's geometrodynamic concept where the charges are seen as singular points on the three-dimensional surface, connected "wormholes" or current tubes by drain-source type through an extra dimension, forming in general a closed contour.
Macro-analogies and gravitation in the micro-world: further elaboration of Wheeler's model of geometrodynamics.
2 This claim is not true for some geometrodynamic
theories and some quantum gravity theories, but none of these is currently successful.
Wheeler's geometrodynamic concept charged microparticles are considered therein as singular points located in a non-unitary coherent two-dimensional surface and connected to each other through "wormholes", current tubes, or current force lines of the input-output (source-drain) kind in an additional dimension, thus forming a closed contour.
The geometrodynamics of the famous scientist John Archibald Wheeler, who passed away in 2008, does not seem to find favor among modern physicists.
In this geometrodynamic model, any elementary particle is considered as a trace appeared due to that a vortical tube (Wheeler's wormhole) transits the surface of our world (i.
According to the formulae obrained in  on the basis of Wheeeler's geometrodynamics, the aforementioned mass can be expressed in the [m.
approach to General Relativity is to assume some underlying geometry that is locally special relativity and posit that this geometric structure and its associated transformation laws are the natural way to look at the world.
concept , such a variety of types and mechanisms of interaction seems strange and unreasonable.
concept, in which microparticles are considered as vortical oscillating deformations on a non-unitary coherent surface and the idea about transitions between distant regions of space in the form of Wheeler's "wormholes", made it possible to substantiate the existence of closed structures (micro- and macrocontours) acting at various levels of organization of matter [1-3].
concept, in which microparticles are considered as vortical oscillating deformations on a non-unitary coherent surface, was earlier used by the author to construct model objects of the microcosm [1, 2].
This work is an attempt to add a physically descriptive interpretation to some phenomena of the micro-world using both topological images of Wheeler's geometrodynamic
idea and further macro-world analogies.