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CCR quotient and finite-volume vacuum.

tfpt research contracts · tfpt research contracts · Research contracts

Let [formula in source] be the real finite-volume smearing space of curvature pairs [formula in source] , with the homogeneous fibre absent and with the same reality/Bloch conditions as the fields. Define [formula in source] where [formula in source] and the brackets denote the real lattice inner product. Canonical quantization means [formula in source] The null space of (7) is [formula in source] . We therefore defi

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tex-artefacts/toe_round7_quantum_tensor_curvature.tex · lines 138 to 266

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