Trainable Quantum-Native Language Models: Dissipative Memory, Capacity Limits, and Hardware Validation
We study byte-level autoregressive language models whose hidden state is a small quantum register, whose transitions are learned token-conditioned quantum channels, and whose next-byte probabilities come directly from Born-rule measurements without a learned classical vocabulary projection or softmax.
ProofPaper ↗
Key points
- In the fixed-width recurrent setting, unitary dynamics cannot contract or reset stored distinctions; experimentally, unitary recurrence loses to its retrained one-token control in every tested variant.
- Introducing learned dissipation, then token-conditioned dissipative gating, yields useful memory beyond one token.
- A key-value recall benchmark shows a width-dependent threshold: one stored pair meets the pre-registered accuracy bar at 4-5 memory qubits, two pairs at 6-7, and three pairs remain unsolved.
- As a secondary result, one-qubit models reach lower stationary memory entropy than a heuristically optimized classical predictive frontier at matched error in 9/9 seeds.
Sources (1)
- [1]Trainable Quantum-Native Language Models: Dissipative Memory, Capacity Limits, and Hardware ValidationarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 8, 11:29 PM
We study byte-level autoregressive language models whose hidden state is a small quantum register, whose transitions are learned token-conditioned quantum channels, and whose next-byte probabilities come directly from Born-rule measurements without a learned classical vocabulary projection or softmax.
In the fixed-width recurrent setting, unitary dynamics cannot contract or reset stored distinctions; experimentally, unitary recurrence loses to its retrained one-token control in every tested variant.
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