| Erasmo Recami | ![]() |
| Some Recent Scientific Papers
Chronon (Quantum of Time), and Decoherence Ruy H.A.Farias & E.Recami: “Introduction of a Quantum of Time (‘chronon’), and its Consequences for Quantum Mechanics”, Report IC/98/74 (ICTP; Trieste, July 1998), pp.1-74: e-print quant-ph/9706059. E. Recami: “A
simple quantum equation for dissipation and decoherence” [report
NSF-ITF-02-62 (I.T.P., UCSB; California, 2002)], in Quantum Computing
and Quantum Bits in Mesoscopic Systems, ed. by E. Recami & G. Salesi: "Deriving Spin within a discrete-time theory", Foundations of Physics 37 (2007) 277-294.
Extended Relativity E. Recami: Special Relativity Extended to (antimatter and) Superluminal Methods: A Review. [Big file: please, wait a little while downloading] E.Recami: “Superluminal motions? A bird's-eye view of the experimental status-of-the-art”, Found. Phys. 31 (2001) 1119-1135; and references therein. E.Recami, M.Z.Rached, K.Z.Nobrega, C.A.Dartora & H.E.Hernandez
F.:
“On
the localized superluminal solutions to the Maxwell equations”,
IEEE Journal of Selected Topics in Quantum Electronics 9(1)(2003)
59-73 [special issue on `Nontraditional Forms of Light’]; and references
therein. E.Recami:
“Piu` veloci della luce? Una panoramica sui risultati sperimentali”, E.Recami: “On localized ‘X-shaped’ Superluminal solutions to Maxwell equations”,Physica A 252 (1998) 586-610. E.Recami, F.Fontana & R.Garavaglia:
“Superluminal motions and Special Relativity: A discussion of recent
experiments”, E. Recami, M.Z.Rached & C.A.Dartora: "Localized X-shaped field generated by a superluminal eletric charge", Phys. Rev. E 69 (2004) no.027602 [4 pages] M.Z.Rached, E.Recami & H.E.Harnandez F.: “New
localized Superluminal solutions to the wave equations with finite total
energies and arbitrary frequencies”, E.Recami & M.Z.Rached: "Mais velozes que a luz ?", Ciencia Hoje 29 (2001), issue no. 170, pp20-25 E. Recami: An updated overview of the "Superluminal" experiments (Superluminal objects and waves: A homage to E. C. G. Sudarshan) , e-print arXiv: 0804.1502 [physics; 09 Apr. 2008] M. Z. Rached & E. Recami: Subluminal wave bullets: Exact localized subluminal solutions to the wave equations. , .Physical Review A77 (2008) 033824 [14 pages] M. Z. Rached & E. Recami: Cherenkov
radiation has nothing to do with X-shaped localized waves (Comments
on "Cherenkov-Vavilov formulation of X-waves") , e-print
arXiv:0807.4301 v2 [Physics; 19 Aug. 2008]
Localized Waves (including Superluminal X-shaped pulses)
M.Z.Rached, A.Shaarawi & E.Recami: “Focused
X-shaped pulses”, M.Z.Rached, E.Recami and H.E.Hernandez F.: “Theory of 'Frozen Waves': modeling the shape of stationary wave fields,” ; Journal of the Optical Society of America - A22 (2005) 2465-75 M.Z.Rached: "Frozen
Waves": in lossy materials, E.Recami, M.Z.Rached, K.Z.Nobrega, C.A.Dartora & H.E.Hernandez F.: “On the localized superluminal solutions to the Maxwell equations”, IEEE Journal of Selected Topics in Quantum Electronics 9(1)(2003) 59-73 [special issue on `Nontraditional Forms of Light’]. A version of 750 Kb only is avaliable as e-print arXiv: 0709.2191[physics]. M.Z.Rached, E.Recami & F.Fontana : “Superluminal localized solutions to Maxwell equations along a waveguide”, Physical Review E 64 (2001) 066603 [6 pages]. M.Z.Rached, K.Z.Nobrega, E.Recami & H.E.Hernandez F.: “Superluminal
X-shaped beams propagating without distortion along a co-axial guide”,
M.Z.Rached, F.Fontana & E.Recami: “Superluminal localized solutions to Maxwell equations along a waveguide: The finite-energy case”, Physical Review E 67 (2003) 036620 [7 pages]. M.Z.Rached, E.Recami & H.E.Harnandez F.: “New
localized Superluminal solutions to the wave equations with finite total
energies and arbitrary frequencies”, E.Recami: “Piu`
veloci della luce? Una panoramica sui risultati sperimentali”, C.A.Dartora, K.Z.Nobrega, H.E.Hernandez F., & E.Recami: “Properties of localized pulses through the analysis of temporal modulations effects in Bessel beams, and the convolution theorem”, Optics Communications 29 (2004) 99-107. C.A.Dartora, M.Z.Rached & E.Recami: “General
formulation for the analysis of scalar diffraction-free beams using angular
modulation: Mathieu and Bessel beams”, M.Z.Rached, K.Z.Nobrega, H.E.Hernandez F., & E.Recami, “Localized Superluminal solutions to the wave equation in (vacuum or) dispersive media, for arbitrary frequencies and with adjustable bandwidth”, Optics Communications 226 (2003) 15-23. E.Recami: “On
localized ‘X-shaped’ Superluminal solutions to Maxwell
equations”,
Physica A 252 (1998) 586-610. E. Recami, M.Z.Rached & C.A.Dartora: "Localized X-shaped field generated by a superluminal eletric charge", Phys. Rev. E 69 (2004) no.027602 [4 pages] E.Recami & M.Z.Rached: "Mais velozes que a luz ?", Ciencia Hoje 29 (2001), issue no. 170, pp20-25 M. Zamboni-Rached, E. Recami, H.E. Hernandez-Figueroa, et al. : (PATENT) "Method and Apparatus for producing Stationary (Intense) Wavefields of Arbitrary Shape", initially filed c/o the European Patent Office with the number 05743096.3-1240-EP2005052352 [the sponsor being "Bracco Imaging, SpA"] E.Recami, F.Fontana & R.Garavaglia: “Superluminal motions and Special Relativity: A discussion of recent
experiments”, E. Recami: An updated overview of the "Superluminal" experiments (Superluminal objects and waves: A homage to E. C. G. Sudarshan), e-print arXiv:0804.1502 [Physics; 19 Aug. 2008] M. Z. Rached & E. Recami: Subluminal wave bullets: Exact localized subluminal solutions to the wave equations, Physical Review A77 (2008) 033824 [14 pages] M. Z. Rached & E. Recami: Cherenkov radiation has nothing to do with X-shaped localized waves (Comments on "Cherenkov-Vavilov formulation of X-waves"), e-print arXiv:0807.4301 v2 [Physics: 19 Aug. 2008] E. Recami, M. Z. Rached & H. E. H. Figueroa: Localized Waves: A Scientific and Historical Introduction, preliminary version of chapter 1 [pp.1-14] in J. Wiley´s book Localized Waves (see below). M. Z. Rached, E. Recami & H. E. H. Figueroa: Structure of the Nondiffracting (Localized) Waves and some interesting applications, premilinary version of chapter 2 [pp.43-77] in J. Wiley´s book Localized Waves (see below) H. E. H. Figueroa, M. Z. Rached & E. Recami (editors), Localized
Waves,
book (J. Wiley; Hobokeu, N.J., 2008).
Micro Universes Hadrons And Multi-Verses E.Recami: “Multi-verses,
micro-universes and elementary particles (hadrons)”, report
NSF-ITF-02-94 (I.T.P., UCSB; California, 2002)], e-print physics/0505149
Review Articles, and other topics E.Recami: “Superluminal motions? A bird's-eye view of the experimental status-of-the-art”, Found. Phys. 31 (2001) 1119-1135. E.Recami & M.Z.Rached: “Mais
velozes que a luz?”, E.Recami: “A
simple quantum equation for dissipation and decoherence” [report
NSF-ITF-02-62 (I.T.P., UCSB; California, 2002)], in Quantum Computing
and Quantum Bits in Mesoscopic Systems, ed. by E.Recami, M.Z.Rached, K.Z.Nobrega, C.A.Dartora & H.E.Hernandez F.:
“On
the localized superluminal solutions to the Maxwell equations”,
IEEE Journal of Selected Topics in Quantum Electronics 9(1)(2003)
59-73 [special issue on `Nontraditional Forms of Light’]. E.Recami: “Multi-verses, micro-universes and elementary particles (hadrons)”, report NSF-ITF-02-94 (I.T.P., UCSB; California, 2002)], e-print physics/0505149 [cf. also E.Recami & V.T.Zanchin: “Particelle elementari quali micro-universi”, Il Nuovo Saggiatore 8(2) (1992) 13-23]. E.Recami: “Piu`
veloci della luce? Una panoramica sui risultati sperimentali”, E.Recami: “On localized ‘X-shaped’ Superluminal solutions to Maxwell equations”, Physica A 252 (1998) 586-610. V.S.Olkhovsky, E.Recami & J.Jakiel: “Unified
time analysis of photon and particle tunnelling”, E.Recami & G.Salesi: “Hydrodynamics and kinematics of spinning particles”, Physical Review A 57 (1998) 98-105. V.Berzi & E.Recami: “Model for proton-antiproton Annihilation in Flight with Multipion Production”, Physical Review 160 (1967) 1263-1271. E.Recami, F.Fontana & R.Garavaglia:
“Superluminal motions and Special Relativity: A discussion of recent
experiments”, E.Recami: Il Caso Majorana: Epistolario, Documenti, Testimonianze, 5th enlarged & revised edition: pp.1-273 (Di Renzo pub.; Rome, 2008; www.direnzo.it). See also the 2nd edition (Series “Oscar”, Mondadori pub.; Milan, 1991). All material and photos protected by copyright]. E.Recami: “Ettore Majorana a sessant'anni dalla sua scomparsa: L'opera scientifica
edita e inedita”, appeared in E. Recami & G. Ziino: About new space-time symmetrics in Relativity and Quantum Mechanics, Nuovo Cimento A32 (1976) 205-215. E. Recami, M. Z. Rached & H. E. H. Figueroa: Localized Waves: A Scientific and Historical Introduction, preliminary version of chapter 1 [pp.1-14] in J. Wiley´s book Localized Waves (see above). M. Z. Rached, E. Recami & H. E. H. Figueroa: Structure of the Nondiffracting (Localized) Waves and some interesting applications, premilinary version of chapter 2 [pp.43-77] in J. Wiley´s book Localized Waves. (see above)
Structure of Spinning Particles G.Salesi & E.Recami: “Hydrodynamical reformulation and quantum limit of the Barut--Zanghi theory”, Found. Phys. Lett. 10 (1997) 533-546. G.Salesi & E.Recami: “Spin effects on the cyclotron frequency for a Dirac electron”, Phys. Lett. A 267 (2000) 219-224. E.Recami & G.Salesi: “Hydrodynamics and kinematics of spinning particles”, Physical Review A 57 (1998) 98-105. E.Recami & G.Salesi: “Velocity field and operator in (non-relativistic) quantum mechanics”, Found. of Phys. 28 (1998) 763-776. E. Recami & G. Salesi: "Deriving Spin within a discrete-time theory", Foundations of Physics 37 (2007) 277-294. G. Salesi: "Non-Newtonian Mechanics",International Journal of Modern Physics A", Vol. 17, No. 3 (2002) 347-374
Tunneling Times And Time Operator V. S. Olkhovsky & E. Recami: Time
as a quantum observable. International
Journal of Modern Physics. A22 (2007) 5063-5087. V.S.Olkhovsky, E.Recami & J.Jakiel: “Unified
time analysis of photon and particle tunnelling”, A.P.L.Barbero, H.E.Hernandez F., & E.Recami: “On
the propagation speed of evanescent modes”, V.S.Olkhovsky, E.Recami & G.Salesi: “Tunneling through two successive barriers and the Hartman (Superluminal) effect” [e-print quant-ph/0002022; this paper was confirmed and extended in the next article], Europhysics Letters 57 (2002) 879-884. Y.Ahoronov, N.Erez & B.Reznik: “Superoscillations and tunneling times”, Physical Review A 65 (2002) 052124. E.Recami: “Superluminal
tunneling through successive barriers. Does QM predict infinite group-velocities?”, J.Jakiel, V.S.Olkhovsky & E.Recami: “On Superluminal motions in photon and particle tunnellings”, Physics Letters A 248 (1998) 156-160. S.Longhi, P.Laporta, M.Belmonte & E.Recami: “Measurement
of Superluminal optical tunneling times in double-barrier photonic bandgaps”, E.Recami, F.Fontana & R.Garavaglia: “Superluminal
motions and Special Relativity: A discussion of recent experiments”, G.Privitera, E.Recami, G.Salesi & V.S.Olkhovsky: “Tunnelling
Times: An Elementary Introduction”, V.S.Olkhovsky & E.Recami; "New developments on the study of Time
as
a quantum observable", arXiv's e-print quant-ph/0605119 (2006),
appeared in such a [reduced] version in International
Journal of Modern Physics B22 (2008) 1877-1897.
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