23.04.2026
17:45
HIT F31.1
23.04.2026
17:45
HIT F31.1

Dr. André Melo
Senior Scientist at Alice & Bob
Abstract
Bosonic quantum computation encodes information in infinite-dimensional Hilbert spaces, providing a natural path to hardware-efficient error correction. One leading example is the dissipative cat qubit, which uses engineered two-photon dissipation two-photon dissipation to stabilize superpositions of well-separated coherent states. This separation exponentially suppresses bit-flip errors at the cost of polynomially increasing phase-flip rates. These highly asymmetric error rates drastically reduce the hardware overhead required for fault-tolerant architectures. Accurately simulating and characterizing these systems, however, remains challenging due to the large Hilbert spaces and complex open-system dynamics involved. In this talk, I will review the physics of cat qubits, describe efficient approaches to their simulation, and present recent experimental results
