Renaissance-inspired depiction of God casting dice against a blue sky, evoking Einstein’s question about chance and the laws of physics.

Peter Kahl · Lex et Ratio

Does God play dice?

What can observation tell us about physical reality, and what remains beyond the reach of measurement?

Research

The limits of physical knowledge

Peter Kahl is an independent researcher working at the intersection of quantum information, philosophy of physics and the theory of scientific representation.

His current technical focus is quantum error correction: how quantum information can be protected, what measurements reveal about errors, and which distinctions remain inaccessible to observation.

His broader research investigates the limits of inference and certification, combining philosophical analysis, formal modelling and computational experiments.

Research areas

Quantum information, physical knowledge and the limits of representation

Quantum information and error correction

Quantum error correction, syndrome measurement, noise modelling, decoding and fault tolerance. Particular attention is given to the information available for diagnosis and the constraints imposed by protecting unknown quantum states.

Quantum error correction

Philosophy of physics

Physical observables, quantum measurement, reference frames and the conceptual relationship between quantum theory and general relativity. The research examines what physical theories describe and how their claims can be tested.

Representation and observability

Representational Sealing Theory (ReST), interface closure and the distinction between representing a condition and certifying that the representation is adequate. Formal models investigate when different underlying conditions remain indistinguishable through an available observation interface.

Innovation and institutional governance

Earlier research developed frameworks for analysing technological capability, evaluative authority, delegated discretion and institutional answerability. This work examines how organisations recognise innovation, exercise judgement and remain accountable for consequential decisions.

Featured research

Sometimes, not knowing is what makes protection possible

Quantum error correction protects quantum information by detecting errors without revealing the unknown logical state. This restriction is not simply a measurement deficiency: preserving the protected information requires it.

Other limitations have different causes. A measurement record may omit information needed for diagnosis, or a decoder may fail to exploit information already available. Distinguishing these cases matters for the design of measurement systems, noise models and fault-tolerant architectures.

The research develops these distinctions through formal analysis and computational experiments. The accompanying technical introduction explains quantum error correction, its physical principles, experimental evidence, engineering challenges and limits of inference.

Background

Engineering, law and governance

Kahl's background spans electronics and semiconductor engineering, technology businesses, corporate governance and innovation governance.

He spent more than two decades in electronics engineering, including work as a Principal Staff Engineer at National Semiconductor in Silicon Valley, and subsequently worked in technology businesses across Greater China and Europe.

He holds an LLB and an LLM with Distinction. His interdisciplinary research draws on engineering practice, legal and institutional analysis, philosophy and computational methods.

Contact

Research and professional enquiries

Enquiries concerning quantum technologies, research collaboration, engineering, innovation governance and academic research are welcome.