Euler Knot Field
Fourier Harmonics
Zeta Spiral
Modular Cascade
Totient Lift
Geometrics
Euler Knot Field
Fourier Harmonics
Zeta Spiral
📄 Modular Harmonics in Prime Torsion
A proof sketch of recursive residue behavior across prime-indexed harmonic fields. Includes applications in zeta convergence and symmetry compression.
📘 Recursive Topology in Knot Sequences
Analyzes knot periodicity using modular intervals, with simulations mapping Fibonacci loops to resonance minima. Highlights include quaternionic torsion flow.
🌀 Symbolic Fourier Transformations
Explores the digit-root resonance in ζ(s), with real/imaginary domain mappings. Ties modular cyclicity to harmonic encoding and symbolic syntax restoration.
(□σ + m²)ψ = 0
E = ±m kσ
L = Σ AiEi
ψ = eiS/ħ
You must be logged in to post a comment.