Making Quantum Gravity Computable

Making Quantum Gravity Computable

 

 

 

 

Wednesday Jun 21, 2017
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Wednesday Jun 21, 2017
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Wednesday Jun 21, 2017
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Tuesday Jun 20, 2017
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In this lecture I will introduce non-commutative geometry in the form of fuzzy spaces and explain how we have begun examining random fuzzy spaces using Markov Chain Monte Carlo simulations. Doing so leads us to consider a complicated matrix model, with even more complicated observables on it. A particular problem in this approach is how to define observables that can be related to physics and calculated with the computer.

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Tuesday Jun 20, 2017
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