3 problems

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Smolin's background-expansion conjecture for the osp(1|32;R) matrix model
Let the $osp(1|32;\mathbf{R})$ matrix model be the cubic matrix model whose matrices are built from the super Lie algebra $osp(1|32;\mathbf{R})$ . Consider expansions of this model…
Conjectureopenbackground-independence matrix-models string-theoryarXiv posted 2 days ago
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Necessity of background-free structure for physical processes
A background-free structure is a mathematical structure that allows one to define a physical process independently of any background: for a set of objects, an object can be chosen…
Conjectureopenbackground-independence foundations-of-physicsarXiv posted 2 days ago
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The relative Cauchy evolution formulation of background independence
In perturbative algebraic quantum field theory, let $g_0$ be a background metric and let $g$ be a perturbed background metric, with the corresponding interacting nets of local alge…
Conjectureopenbackground-independence quantum-field-theory quantum-gravityarXiv posted 2 days ago

Smolin's background-expansion conjecture for the osp(1|32;R) matrix model