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1-9
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Results: 9
Maximal acceleration effects in Kerr space
Authors:
Bozza, V Feoli, A Lambiase, G Papini, G Scarpetta, G
Citation:
V. Bozza et al., Maximal acceleration effects in Kerr space, PHYS LETT A, 283(1-2), 2001, pp. 53-61
Thin shell quantization in Weyl spacetime
Authors:
Capozziello, S Feoli, A Lambiase, G Papini, G
Citation:
S. Capozziello et al., Thin shell quantization in Weyl spacetime, PHYS LETT A, 273(1-2), 2000, pp. 25-30
Maximal acceleration effects in Reissner-Nordstrom space
Authors:
Bozza, V Feoli, A Papini, G Scarpetta, G
Citation:
V. Bozza et al., Maximal acceleration effects in Reissner-Nordstrom space, PHYS LETT A, 271(1-2), 2000, pp. 35-43
Massive scalar particles in a modified Schwarzschild geometry
Authors:
Capozziello, S Feoli, A Lambiase, G Papini, G Scarpetta, G
Citation:
S. Capozziello et al., Massive scalar particles in a modified Schwarzschild geometry, PHYS LETT A, 268(4-6), 2000, pp. 247-254
Oscillating universe as eigensolutions of cosmological Schrodinger equation
Authors:
Capozziello, S Feoli, A Lambiase, G
Citation:
S. Capozziello et al., Oscillating universe as eigensolutions of cosmological Schrodinger equation, INT J MOD D, 9(2), 2000, pp. 143-154
Is the strong anthropic principle too weak?
Authors:
Feoli, A Rampone, S
Citation:
A. Feoli et S. Rampone, Is the strong anthropic principle too weak?, NUOV CIM B, 114(3), 1999, pp. 281-289
Nondispersive wave packet from a modified Klein-Gordon equation
Authors:
Feoli, A Scarpetta, G
Citation:
A. Feoli et G. Scarpetta, Nondispersive wave packet from a modified Klein-Gordon equation, NUOV CIM B, 114(12), 1999, pp. 1383-1388
Regularizing property of the maximal acceleration principle in quantum field theory - art. no. 065001
Authors:
Nesterenko, VV Feoli, A Lambiase, G Scarpetta, G
Citation:
Vv. Nesterenko et al., Regularizing property of the maximal acceleration principle in quantum field theory - art. no. 065001, PHYS REV D, 6006(6), 1999, pp. 5001
Schwarzschild field with maximal acceleration corrections
Authors:
Feoli, A Lambiase, G Papini, G Scarpetta, G
Citation:
A. Feoli et al., Schwarzschild field with maximal acceleration corrections, PHYS LETT A, 263(3), 1999, pp. 147-153
Risultati:
1-9
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