9 papers
This paper extends Minkowski's theory to derive constitutive equations and boundary conditions for a mechano-driven media system under low-speed approximation, enabling the comprehensive modeling of engineering electromagnetism by coupling electric, magnetic, and mechanical force fields to account for medium deformation, rotation, and interfacial processes.
This paper proposes that applying a Lorentz-invariant mixed metric tensor equation to a free neutrino, which treats spacetime variables as equivalent and interchangeable, reveals an internal change in the particle when viewed through conflicting perspectives, a conclusion that holds only if those perspectives are mutually compatible.
This paper proposes a logarithmic dark energy model (CDM) constrained by recent cosmological datasets, which yields a higher Hubble constant () that partially alleviates the Hubble tension while remaining statistically competitive with the standard CDM model.
This paper presents an exact analytical solution for the two-dimensional Ising model in an external magnetic field by employing a modified Clifford algebraic approach that incorporates topological structures and a Yang-Baxter-determined Lorentz-like rotation to derive the partition function and characterize the system's first-order magnetization process.
Using the Euclidon method, this paper presents a new axially symmetric stationary solution to Einstein's vacuum equations that describes N rotating masses and generalizes to N arbitrary static axially symmetric masses or N Kerr-NUT solutions under specific limiting conditions.
This paper proposes a Planck-scale "information-geometry ledger" that balances geometric entropy, reversible modular energy, and irreversible Landauer-Bennett costs on causal horizons to derive the nonlinear Einstein equations and motivate a specific two-component vacuum energy model in FLRW cosmology.
This paper argues that the computational speedup of quantum algorithms stems from their teleological nature as goal-directed evolutions, a physical principle that, under specific cosmological assumptions, also explains the teleological character of biological evolution.
The Two-Time Relativistic Bohmian Model (TTBM) proposes that an extra unobservable time dimension restores determinism in quantum mechanics, explains phenomena like Zitterbewegung and static atomic orbitals through motion in this new dimension, and predicts a relativistic correction to the uncertainty principle.
This paper proposes an extended equivalence principle for matter-free gravitational sources to demonstrate that a degenerate Klinkhamer wormhole behaves like a test particle in a Schwarzschild field, inevitably collapsing from a long-lived traversable state into a nontraversable Einstein-Rosen wormhole.