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Explore ion-trap quantum computing: build qubits from atoms, simulate complex systems, and discover open-access hardware advancing research in this cutting-edge field.
Explore quantum computing's potential in solving complex quantum chemistry problems, focusing on electronic structure and Hamiltonian partitioning techniques.
Explore superconducting qutrits: implementation, quantum control, process characterization, and a proposal for a two-qutrit gate based on parametric activated gates.
Explore qudit ZH-calculus, Toffoli+Hadamard gate sets, and their applications in quantum computation for odd prime qudit dimensions.
Explore hardware and software tools for qudit experiments, enhancing your understanding of quantum technology development.
Explore quantum chemistry simulations using quantum computers, focusing on strongly correlated systems, digital-analog toolboxes, and extracting spectral properties for practical applications.
Explore ququart systems, implement character randomized benchmarking, and assess quantum gate errors using platonic solid symmetries and NMR techniques.
Explore cutting-edge developments in deployable quantum sensors and their potential applications in real-world scenarios.
Explore high-dimensional qudit control in trapped ions, focusing on preparation, readout, and control of large qudits for quantum computing and simulation applications.
Explore multilevel quantum systems using trapped Ca40 ions for enhanced quantum computation and efficient simulation of high-dimensional problems like spin systems and lattice gauge theories.
Explore superpositions of coherent states in quantum computing, communication, and sensing. Discover nuclear cat states on nuclear qudits.
Explore superconducting qudit-based quantum computing, focusing on efficient entanglement techniques for enhanced computational power in multi-level quantum systems.
Explore photonic qudits and their potential in quantum information processing, covering transverse photon modes, free-space and on-chip techniques, and future applications.
Explore quantum error correction for qudits, focusing on experimental demonstrations of error-corrected logical qutrits and ququarts using the GKP bosonic code in circuit QED architecture.
Explore d-dimensional unitaries, their factorization properties, and average characteristics in quantum computing. Gain insights into constructing and analyzing higher-dimensional quantum transformations.
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