Ψ λ
Mike Tate Mathematics

Quantum Harmonics

Φ | Modular Invariants

Prime-field dynamics emerge as nested symmetries across complex manifolds, guiding the evolution of higher-order identities. What begins as structure soon becomes motion — a self-sustaining resonance through algebraic space.

Ψ | Quantum Harmonics

Standing waves in symbolic space trace pathways between abstract topology and measurable form. Each equation is a boundary condition between imagination and precision — a pulse of coherence through the void.

Ω | Entangled Curvature

Curvature and resonance merge where algebraic surfaces fold into self-referential patterns. Here, the infinite becomes finite, and the finite becomes aware of its own continuity.

“Every symmetry hides a field; every field hides a symmetry.”

Created by Mike Tate

Ψ–Ω Harmonic Field

Standing wave lattice encoded in quaternionic primes

Φ | Modular Invariants

Prime-field dynamics emerge as nested symmetries across complex manifolds, guiding the evolution of higher-order identities.

Ψ | Quantum Harmonics

Standing waves in symbolic space trace pathways between abstract topology and measurable form.

Ω | Entangled Curvature

Curvature and resonance merge where algebraic surfaces fold into self-referential patterns.

“Every symmetry hides a field; every field hides a symmetry.”

Created by Mike Tate

🧭 Harmonic Explorer

Links to symbolic threads of modular domains.