Author Description

Tensor-Knot Theory proposes a unified geometric framework in which the fundamental entities of physics—space, time, mass, charge, spin, fields, gravity, and quantum behavior—emerge from a single structural origin: the tensor-knot, a Möbius-like, double-orthogonal rolling configuration embedded in the fabric of space. Departing from the traditional view of space as a passive background, this work treats space itself as an active tensor medium capable of tension, compression, shear, and self-organized rotation. Stable particles arise as closed, 720° knotted configurations of this medium, while fields are shown to be covariant projections of these internal structures onto external spacetime. Electromagnetism, gravity, and quantum behavior emerge naturally from how these knots project, unwind, and interact with the ambient tensor density of the universe. Key results include: A geometric explanation of charge, spin, and mass as invariants of the knot’s internal topology A covariant projection model showing how electric and magnetic fields arise from stationary and moving knot structures A derivation of gravitational 1/r² behavior from spherical projection decay and tensor-flow imbalance A structural model of dark energy based on the Basel ratio \pi^2 / 6, predicting energy fractions consistent with cosmological observations A reinterpretation of quantum uncertainty and wavefunctions as blurred cross-temporal projections between internal time and external time A geometric pathway for understanding entanglement as phase-locked disturbance chains across tensor-connected domains Combining geometric topology, tensor analysis, and a physical reinterpretation of internal vs. external time, this book provides a self-consistent blueprint for a fully structural understanding of physics—from electrons and photons to gravity, cosmology, and the accelerating expansion of the universe. Tensor-Knot Theory is written for physicists, mathematicians