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Large diffeomorphism
Large diffeomorphism In mathematics and theoretical physics, a large diffeomorphism is a diffeomorphism that cannot be continuously connected to ...
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Talk:Large diffeomorphism
Talk:Large diffeomorphism I no longer believe what I wrote ...
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Diffeomorphism
Diffeomorphism In mathematics, a diffeomorphism is a kind of isomorphism of smooth ... from M to N is called a diffeomorphism if both ) if there is a diffeomorphism from M to N ... sphere, usually known as the circle. The diffeomorphism is given by |
Large gauge transformation
Large gauge transformation Let's say we have ... to the identity, we call it a large gauge transformation. In theoretical physics, M is ... G is a Lie group. See also large diffeomorphism, global anomaly
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Talk:Objections to the theory of loop quantum gravity
... Gravity Hi, I've just removed a large section on String theorists' critisicm of LQG ... It's not just string theory - a large portion of beyond-the-standard-model phenomenology ... the main obstacle to that. If the large cut made (generously) by User:Miguel leaves ... arguments. If the article at representations of diffeomorphism groups were better developed, perhaps the point ... problem here that the volume of the diffeomorphism group is too big? Or does ...
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List of mathematics articles (L)
... s equation -- Laplacian field -- Laplacian vector field -- Large cardinal -- Large cardinal property -- Large diffeomorphism -- Large eddy simulation -- Large enough -- Large gauge ...
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List of mathematics articles (J-L)
... s equation -- Laplacian field -- Laplacian vector field -- Large cardinal -- Large cardinal property -- Large diffeomorphism -- Large eddy simulation -- Large enough -- Large gauge ...
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Talk:Manifold
... scale manifolds are always simple; on a large scale, they have rich flexibility. Much of ... scale manifolds are always simple; on a large scale, they have rich flexibility. Much of ... chart than to the idea of a diffeomorphism. Rick Norwood 13:14, 7 November 2005 ... stress this point. This topic is so large that it really needs its own article ... differentiable structure (not necessarily uniquely up to diffeomorphism) and get a differentiable manifold. We ...
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Loop quantum gravity
... a rigorous framework for nonperturbative quantization of diffeomorphism-invariant gauge theory. In plain English this ... a nonperturbative quantization of gravity. Explicit (spatial) diffeomorphism invariance of the vacuum state plays an ... is a framework for nonperturbative quantization of diffeomorphism-invariant gauge theories, which one might call ... quantization of the kinematics of the corresponding diffeomorphism-invariant gauge theory. Much work remains to ... Lorentz group with the corresponding quantum group. Diffeomorphism invariance and background independence General covariance, ...
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Talk:Mathematics/Archive4
... its edges, such as the study of large cardinals. These are not posited because their ... remarks (in #Is Mathematics a science?) on large cardinals. Really this is true even much ... common with the sciences. Experimentation plays a large role in the formulation of reasonable conjectures ... things like non-separable Hilbert spaces, and diffeomorphism groups. Some of that is mathematics by ... perfect eyes (let's say he uses "large fonts" in Windows) should still be ...
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