As the great Niels Bohr famously remarked "Anyone who is not shocked by Quantum Theory has not understood it". Even today approximately a century after the extended formulation of Quantum Theory, its foundations continue to puzzle and perplex us. The spooky action at a distance of quantum entanglement eludes rational explanation. A quantum cat can be both dead and alive. The reconciliation of the theory with that of gravity remains unsolved. Yet despite these theoretical issues, quantum theory has provided scores of spectacularly accurate measurements and has led to a host of everyday devices used all over the world. This conference will explore the origins, achievements and technological developments from this all pervasive theory.
The programme for the day is below:
MORNING CHAIR: Professor George Ellis (University of Cape Town)
10.30 am WELCOME
10.40 am Dr Jim Baggott (author of "The Quantum Story: A History in 40 Moments") - How an Electron Can Be in More than One Place at a Time [VIDEO]
11.30 am Professor Tony Sudbery (University of York) - The Life and Entangled Adventures of Schrödinger's Cat [VIDEO]
12.20 pm Dr Lina Jansson (University of Nottingham) - Action at a Distance: From Newton's Gravity to Quantum Theory [VIDEO]
1.15 pm LUNCH BREAK
AFTERNOON CHAIR: Professor Hendrik Ulbricht (University of Southampton)
2.15 pm Dr Richard Dawid (Stockholm University) - Who am I in the Multiverse? [VIDEO]
3.05 pm Dr Alessia Pasquazi (University of Sussex) - A Journey Through Quantum Technology [VIDEO]
4 pm TEA/COFFEE BREAK
4.30 pm SUMMARY OF THE DAY'S PROCEEDINGS - Professor Harvey Brown (University of Oxford) [VIDEO]
There will be a conference dinner at St Cross in the evening following the end of the conference with an after-dinner talk by Dr Felix Tennie (Oxford physicist and musician) on the development of quantum music.
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)