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    Newsletter - CQIQC Connections
    Stay informed about the latest quantum research at the University of Toronto through the CQIQC Connections newsletter. You will find updates on CQIQC activities, events, interviews with researchers, research projects, opportunities, and achievements.
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    Graduate Courses in Quantum
    CQIQC is a multi-disciplinary organization, and our quantum course offerings are administered by various departments at the University of Toronto, including Chemistry, Computer Science, Engineering, Mathematics, and Physics. We encourage students to explore courses beyond their own departments. You can find a list of courses offered by CQIQC members for this academic year by clicking the button below.
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    Bell Prize Award
    This award recognizes major research contributions relating to the foundations of quantum mechanics and to the applications of these principles covering theoretical & experimental research, both fundamental and applied.
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    UofT community members please email quantum@utoronto.ca to join our mailing list and stay updated on the latest quantum research and events
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    Research Breakthroughs
    Learn more about our members' latest research projects

CQIQC

CQIQC is tasked with promoting research collaborations in the rapidly evolving interdisciplinary fields of quantum information and quantum control. CQIQC's activities at the University of Toronto encompass the Departments of Chemistry, Physics, Mathematics, Computer Science, Electrical Engineering, and Materials Science.

The Center was established in April 2004 with internal funding from the President of the University of Toronto, the Vice-President of Research and Associate Provost, the Dean of the Faculty of Arts & Science, and the Dean of the Faculty of Engineering. CQIQC funds endowed postdoctoral fellowships and summer student scholarships, organizes conferences, workshops and summer schools, coordinates the development and teaching of graduate courses in quantum science, and runs a seminar series. It also sponsors the biennial John Stewart Bell Prize for Research on Fundamental Issues in Quantum Mechanics and their Applications.

UofT community members please email quantum@utoronto.ca to join our mailing list and stay updated on the latest quantum research and events

Research Areas

CQIQC members are involved in a variety of theoretical and experimental activities, including coherent control, quantum optics, quantum cryptography, quantum decoherence-control, and quantum algorithms.

Click the title to learn more about our researchers' latest work and projects.

Recent Publications

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Understanding Anomalous Magnetothermal Transport via Disentangling Shear and Compression Phonons
Magnetothermal transport in various frustrated magnets exhibits striking field-dependent anomalies that deviate from conventional magnon or phonon transport. To understand such anomalies, this work derives an effective spin–phonon Hamiltonian in which phonons with different polarizations couple selectively to distinct spin operators in the strong spin–orbit coupling limit.
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Scattering Processes from Quantum Simulation Algorithms for Scalar Field Theories
Practical simulation methods for scalar field theories on a quantum computer that yield improved asymptotics as well as concrete gate estimates for the simulation and physical qubit estimates using the surface code.
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Phase-Resolved Pulse Properties of Monolithic Q-Switched and Mode-Locked Quantum Well Bragg Lasers
Demonstrating second-harmonic generation frequency-resolved optical gating (SHG-FROG) characterization of Q-switched mode-locked (QML) pulses from a monolithic quantum-well Bragg reflection laser diode operating near 800 nm.
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Quantum properties of bipartite separable mixed state for ancilla-assisted process tomography
It has been shown that the entanglement between the system and ancillary states is not a strict requirement for performing ancilla-assisted process tomography (AAPT). Instead, from a theoretical point of view, it only requires that the system-ancilla state be faithful, which, in the qubit case, is the invertibility of a certain matrix representing the state.