The quantum programming language with receipts.
ZEPHIRUM compiles. ZYQL decides: 1, 0 or REFUSED — every decision produced by Deutsch-Jozsa interference, one oracle call, sealed with three-layer cryptography: SHA3-256 integrity, ML-DSA-44 (FIPS 204) authenticity, ML-KEM-768 (FIPS 203) confidentiality. Nothing executes silently. Simulations are labeled as simulations. Hardware runs cite job IDs.
Proofs of concept — non-Abelian anyons, verified
The S3 qutrit miniature: fusion space of a non-Abelian anyon pair is 3-dimensional (qutrit-in-qubits), and braiding order is distinguishable on real hardware — 98.1% vs 95.8% on IBM Heron ibm_fez. Full ZYQL trivalent battery on hardware: 3/3 PASS. Noiseless round: exact-zero deviation, canonical rational arithmetic. Every claim carries a Z-QEA receipt with a SHA3-256 seal.
Three planes, one language
Classical
Production runtime, ~3.4k decisions/s, deterministic by seed, offline-verifiable SHA3-256 receipts, thread-safe.
Quantum
Poliglota core validated in 6 languages (Qiskit, OpenQASM 3, Cirq, PennyLane, Braket, Q#) and on real IBM Heron silicon — GHZ device-trust gate before every battery.
Post-quantum
ML-DSA-44 signatures with embedded public keys, quantum-measured entropy for receipt IDs, and Z-KEM: ML-KEM-768 + AES-256-GCM envelopes — who lacks the key reads nothing.
Frontiers under test (Rodada F, live)
CHSH non-locality gate (the device must violate Bell's inequality, S > 2.20), a 3-qubit repetition error-correcting code (logical error vs physical error, PROTEGIDO verdict) and Grover scaled to n=4 — three certificates no toy prototype passes. Receipts chain round by round: each seal carries the previous one.
Quickstart
pip install -e . python -c "from zyql_quantum_gate import ZYQLQuantumGate; \ g = ZYQLQuantumGate(3, lambda x: 1); print(g.run_quantum())"