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Physics
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Tobias Diez

I am currently pursuing my PhD degree under the supervision of Prof. Rudolph (Leipzig, Germany).

My research is motivated by conceptual and mathematical problems of classical field theory, which I try to attack with infinite-dimensional differential geometry. In particular, I am interested in the action of Fréchet Lie groups on Fréchet manifolds to investigate the moduli spaces occurring as configuration spaces of gauge theory and general relativity.

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Top posts (25) All Questions Answers | Votes Newest

13 Quantum mechanics as classical field theory Feb 20 '12
12 Classical mechanics: Generating function of lagrangian submanifold Oct 22 '11
9 Does existence of magnetic monopole break covariant form of Maxwell’s equations for potentials? Mar 7 '12
7 Why does the classical Noether charge become the quantum symmetry generator? Aug 21 '13
7 What's the point of Hamiltonian mechanics? Dec 6 '13
7 What is the motivation for the definition of a manifold? Aug 17 '14
5 Intuition for Path Integrals and How to Evaluate Them Jan 6 '13
4 Higher order covariant Lagrangian Apr 6 '13
3 Functional derivatives as distributions Dec 26 '14
2 Global vs. local gauge group in mathematical sense - physics examples? Jul 4 '14
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