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Abstract: A continuous-time quantum walk on a graph is given by the unitary matrix exp(-itA) where A is the adjacency matrix of the graph. This defines a Schrodinger evolution with A as the Hamiltonian. In quantum computing, quantum walk is important for designing fast quantum algorithms (such as Grover search) and useful quantum protocols (such... |
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James McIver Assistant Professor of Physics, Columbia University Research Synopsis: TBD |
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Presentation #1 by: TBD Title: TBD Presentation #2 by: TBD Title: TBD Zoom: https://upenn.zoom.us/j/99995146414 |
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Abstract: TBD Biography: Dr. Nathan Bishop is the Director of the Maryland Institute for Quantum Applications (MIQA) at the University of Maryland's Applied Research Laboratory for Intelligence and Security (ARLIS), focusing on quantum R&D for intelligence and security applications, including supporting the DARPA Quantum Benchmarking Initiative. Dr. Bishop has extensive experience in quantum computing... |
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Presentation #1 by: TBD Title: TBD Presentation #2 by: TBD Title: TBD Zoom: https://upenn.zoom.us/j/99995146414 |
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