Quantum Foundations
 Quantum foundations is the study of quantum theory, which in turn is a successful
                  mathematical formalism that makes predictions about interactions between particles,
                  light, atoms, etc. We still do not understand many things about this formalism – why
                  it works, if it is self-consistent, what the mathematics is telling us about reality,
                  and whether it might one day be seen as an incomplete part of a deeper theory. Quantum
                  foundations aims to address these questions, informed by experimental results, the
                  historical development of quantum theory, and the intersection between physics and
                  philosophy. In recent decades, such foundational work has led to a deeper understanding
                  of the practical applications of quantum entanglement, a field that has become known
                  as quantum information. For further information and to learn about research opportunities,
                  contact Ken Wharton.
Quantum foundations is the study of quantum theory, which in turn is a successful
                  mathematical formalism that makes predictions about interactions between particles,
                  light, atoms, etc. We still do not understand many things about this formalism – why
                  it works, if it is self-consistent, what the mathematics is telling us about reality,
                  and whether it might one day be seen as an incomplete part of a deeper theory. Quantum
                  foundations aims to address these questions, informed by experimental results, the
                  historical development of quantum theory, and the intersection between physics and
                  philosophy. In recent decades, such foundational work has led to a deeper understanding
                  of the practical applications of quantum entanglement, a field that has become known
                  as quantum information. For further information and to learn about research opportunities,
                  contact Ken Wharton.