With the use of the general variational principle of selforganization of systems with varying constraints, namely the principle of dynamical harmonization of systems presented in the first work of the cycle, we advance an approach to the control over the evolution of systems of many particles. The geometric nature of this principle is analyzed. On the basis of the de Broglie–Bohm representation of the Schro dinger equa-tion, we establish a connection of the nonlocality and the coherence of the systems of many particles with mass entropic forces. The defining role of a coherent acceleration and a space-time curvature in the control over the synthesis of new structures in systems with varying constraints is demonstrated. The basic criteria for electromagnetic fields to initiate the processes of self-organizing synthesis and for the quantum properties of a nonlocality on macroscopic scales, which are necessary for the selforganizing synthesis, are formulated.
With the use of the general variational principle of selforganization of systems with varying constraints, namely the principle of dynamical harmonization of systems presented in the first work of the cycle, we advance an approach to the control over the evolution of systems of many particles. The geometric nature of this principle is analyzed. On the basis of the de Broglie–Bohm representation of the Schro dinger equa-tion, we establish a connection of the nonlocality and the coherence of the systems of many particles with mass entropic forces. The defining role of a coherent acceleration and a space-time curvature in the control over the synthesis of new structures in systems with varying constraints is demonstrated. The basic criteria for electromagnetic fields to initiate the processes of self-organizing synthesis and for the quantum properties of a nonlocality on macroscopic scales, which are necessary for the selforganizing synthesis, are formulated.
With the use of the general variational principle of self-organization of systems with varying constraints, namely the principle of dynamical harmonization of systems presented in the first work of the cycle, we advance an approach to the control over the evolution of systems of many particles. The geometric nature of this principle is analyzed. On the basis of the de Broglie--Bohm representation of the Schrödinger equation, we establish a connection of the nonlocality and the coherence of the systems of many particles with mass entropic forces. The defining role of a coherent acceleration and a space-time curvature in the control over the synthesis of new structures in systems with varying constraints is demonstrated. The basic criteria for electromagnetic fields to initiate the processes of self-organizing synthesis and for the quantum properties of a nonlocality on macroscopic scales, which are necessary for the self-organizing synthesis, are formulated.
The de Broglie–Bohm theory allows us to have got a satisfactory geometrodynamic interpretation of quantum mechanics. The fundamental element, which creates a geometrodynamic picture of the quantum world in the non-relativistic domain, a relativistic curved space-time background, and the quantum gravity domain, is the quantum potential. It is shown that, in the non-relativistic domain, the geometrodynamic nature of the quantum potential followsfrom the fact that it is an information potential containing a space-like active information on the environment; the geometric properties of the space expressed by the quantum potential determine non-local correlations between subatomic particles. Moreover, in the de Broglie–Bohm theory in a curved space-time, it is shown that the quantum, as well as the gravitational, effects of matter have geometric nature and are highly related: the quantum potential can be interpreted as the conformal degree of freedom of the space-time metric, and its presence is equivalent to the curved space-time. It is shown on the basis of some recent research that, in quantum gravity, we have a generalized geometric unification of gravitational and quantum effects of matter; Bohm's interpretation shows that the form of a quantum potential and its relation to the conformal degree of freedom of the space-time metric can be derived from the equations of motion.
A new, very different physical model of the universe is proposed. Its virtues include unifying relativity and quantum mechanics, and particles with de Broglie waves. It also appears to provide a truly unified physical basis for electromagnetic, gravitational and nuclear forces. The basic system is a four-dimensional Euclidean space, containing an array of nonlinear "flow" waves. These repeat in one dimension, called [phi]. As in Newtonian mechanics, time is treated as an additional, unidirectional parameter describing the evolution of the system. Nevertheless, this wave system is shown be inherently relativistic. Further self-organizing patterns arise within the overall wave structure. Called "wavicles," these have intrinsic quantized fields, "spin," and rest energy, and represent elementary particles. Relativistic expressions are derived for particle behavior in scalar, vector and gravitational potentials. Proper representations of these potentials, based on the wave fields and associated [phi] flows of wavicles, are also obtained. As in the causal quantum mechanics of de Broglie and Bohm, wavicles exist continuously and follow definite, stochastic trajectories. Although experimentally equivalent to Einstein's special relativity, this theory differs fundamentally from his general relativity and the associated Big Bang model. According to Linde, the latter predict a large-scale space-time curvature roughly 60 orders of magnitude greater than observed values. Here a flat large-scale geometry is predicted, in agreement with the observed distribution of galaxies. This theory is also consistent with recent observations pertaining to the age of the universe.
The Lamp Bead-Glow Model is an exploratory theoretical framework that bridges quantum re alism and the unification pathway of the four fundamental forces. The paper proposes that any quantum entity is neither an isolated point particle nor a purely abstract probability wave, but a composite system consisting of a localized lamp bead and an extended glow field. Building upon this, a full-domain conjugate field is introduced as the global phase background, providing a unified realist explanation for double-slit interference, the Aharonov-Bohm effect, quantum tunneling and entanglement, decoherence, and related phenomena. Each stable mass unit ex cites an extremely weak, long-range, linearly superposable micro-gravity domain (atomic-scale micro-gravity domain); the macroscopic superposition of vast numbers of such domains forms a spherically symmetric gradient matter field. Macroscopic bodies move along paths in this gra dient matter field that satisfy the principle of least action; in the continuous macroscopic limit these paths naturally emerge as the equivalent geodesics of general relativity, while spacetime curvature is understood as the geometric readout of the gradient matter field—forming a perfect concave-convex complementarity. The paper further advances a four-forces unification pathway: electromagnetism, the weak and strong interactions, and gravity are regarded as different manifestations of the same lamp bead-glow system at varying frequencies, scales, coherence lengths, and coupling channels. In particular, the static-mass hypothesis and binding-energy spillover hypothesis are proposed to explore the origin of gravity, accompanied by falsifiable criteria such as hydrogen-deuterium gravitational comparisons, material-dependent phase-shift experiments, and grid-grating center blocker falsification experiments, all within a falsifiable research program. On the macroscopic scale, a liquid torque universe dynamics model is introduced, treating the glow field as a propagable, vortex-capable, and drag-transmitting continuous medium. Through glow vortices and vortex drag forces, the model accounts for flat galactic rotation curves, disk structures, angular-momentum cross-scale transport, and cosmic acceleration, offering candidate alterna tives to dark matter and dark energy. The Lamp Bead-Glow Model does not deny the calculational successes of existing theories; instead, it supplies them with a deeper realist ontological picture and material-field mechanism. In the weak-field, low-energy regime it precisely reduces to the geometric equivalence of general relativity, while in dynamic evolutionary processes, temporal responses, galactic disk formation, and cosmic-scale non-equilibrium evolution it provides a more complete and causally clearer dynamical mechanism, thereby promising higher predictive accuracy and explanatory economy.