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The K = k(t) slicing condition also causes the Hamiltonian and momentum constraints (cf equations (4) and (5)) to be completely decoupled (see [10])
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The K = k(t) slicing condition also causes the Hamiltonian and momentum constraints (cf equations (4) and (5)) to be completely decoupled (see [10]).
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20
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0040795165
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0040200800
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Tomita K 1972 Prog. Theor. Phys. 48 1503 Tomita K 1975 Prog. Theor. Phys. 54 185
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26
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0040795171
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Our definition for the extrinsic curvature agrees with that of [8] but differs by a minus sign and a factor of two from that of [1]
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Our definition for the extrinsic curvature agrees with that of [8] but differs by a minus sign and a factor of two from that of [1].
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27
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0040795170
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2/2! + ... . When x ≪ 1 then the extra terms make only refinements, but when x ≥ 1 they are a necessity
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2/2! + ... . When x ≪ 1 then the extra terms make only refinements, but when x ≥ 1 they are a necessity.
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28
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0040795169
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unpublished notes
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Comer G L 1996 unpublished notes
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(1996)
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Comer, G.L.1
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29
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0039609240
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in preparation
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Comer G L 1996 in preparation
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(1996)
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Comer, G.L.1
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