Quantum HS° — Overview

Instead of driving a qubit solely by amplitude/frequency, each operation is indexed to a canonical time phase (HS°). The qubit evolves within an authorized phase window, and transitions become time-locked. Result: fewer off-phase errors, more repeatability.

HS° represents a discrete phase ring (inspired by the Bloch circle), divided into 12 HS segments. Each HS encodes a quantum phase position, an authorized evolution window, a stability zone, and a temporal logic state. This allows mapping a qubit to a discrete angular frame and executing quantum gates aligned with HS windows.

Quantum operations are no longer triggered arbitrarily, but only when: `Current_Phase ∈ Authorized_HS_Window AND Coherence_Level ≥ Threshold AND Cycle = Valid`. This introduces deterministic control, automatic rejection of unstable operations, and full temporal auditability.

HS° acts as a phase lock, reducing phase drift, uncontrolled oscillations, and sensitivity to jitter. The qubit evolves in a governed phase orbit.

By aligning all pulses to canonical Ticks and preventing out-of-window execution, HS° automatically filters temporal noise, resulting in fewer invalid gates and higher fidelity.

HS° allows for multi-qubit coordination based on shared cycles and synchronized entanglement windows. Entanglement becomes geometrically governed, not just probabilistic.

Quantum HS° enables the creation of TQubits—qubits indexed by time. States are stored by phase + tick, and reading is conditioned by a time window, protecting against corruption.

Instead of correcting only bits, the system corrects HS phase deviations, re-aligning a qubit to its canonical position and reducing classical correction costs.

Quantum HS° integrates with hybrid classical/quantum architectures, PQ-TV (Post-Quantum Time Vault), and Q-Address, turning time into a quantum cryptographic key.