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.
Understanding quantum error correction
Read Blind by Design