Properties of generic quantum communication channels

Head

Prof. Zbigniew Puchała

Project number

2016/22/E/ST6/00062

Project type

Research grants

Project duration

2017-04-18 - 2023-04-17

Publications

Gauge invariant information concerning quantum channels

Almost all quantum channels are equidistant

Conditional entropic uncertainty relations for Tsallis entropies

Majorization uncertainty relations for mixed quantum states

Vertices cannot be hidden from quantum spatial search for almost all random graphs

Coherifying quantum channels

Strategies for optimal single-shot discrimination of quantum measurements

QuantumInformation.jl—a Julia package for numerical computation in quantum information theory

Multiple-shot and unambiguous discrimination of von Neumann measurements

Distinguishing classically indistinguishable states and channels

Quantum walks on hypergraphs

Pauli semigroups and unistochastic quantum channels

Impact of global and local interaction on quantum spatial search on chimera graph

Simulating all quantum measurements using only projective measurements and postselection

Asymptotic entropy of the Gibbs state of complex networks

Discrimination of POVMs with rank-one effects

The e-property of asymptotically stable Markov–Feller operators

Parallel in time dynamics with quantum annealers

Generating random quantum channels

Encoding classical information into quantum resources

Relating entropies of quantum channels

Quantum annealing in the NISQ era: railway conflict management

Strategies for single-shot discrimination of process matrices

Statistical method for analysis of interactions between chosen protein and chondroitin sulfate in an aqueous environment

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