PUBLICATION LIST
1] G. Montani, “On the general behaviour of the universe near the cosmological singularity”,
in Proceedings of the XII Marcel Grossmann Meeting on General Relativity, Stanford
University 1994.
2] G. Montani, “On the general behaviour of the universe near the cosmological singularity”,
Class. Quan. Grav., 12, 2503 (1995).
3] A.A. Kirillov and G. Montani, “Description of statistical propierties of the mixmaster
universe”, Phys. Rev. D, 56 (12), 6225 (1997).
4] A.A. Kirillov and G. Montani, “Origin of a classical space in quantum inhomogeneous
models”, JPT Lett., 66 (7), 475 (1997).
5] A.A. Kirillov and G. Montani, “Inhomogeneous Quantum Mixmaster”, in Proceedings of
The fyndamental Physics at the Birth of Universe II, Roma 1997.
6] A.A. Kirillov and G. Montani, “On the stochasticity of the mixmaster model”, in
Proceedings of the XIII Marcel Grossmann Meeting on General Relativity, Jerusalem 1997.
7] G. Montani and R.M. Zalaletdinov, “Perturbation theory in macroscopic gravity”, in
Proceedings of the XIII Marcel Grossmann Meeting on General Relativity, Jerusalem 1997.
8] V.A. Belinski, A.A. Kirillov and G. Montani, “On the turbolence near a cosmological
singularity”, in Proceedings of the XIII Marcel Grossmann Meeting on General Relativity,
Jerusalem 1997.
9] S. Casanova, G. Montani, R. Ruffini and R.M. Zalaletdinov, “On the Non-Riemannian
Manifolds as a Framework for geometric Unification Theories: Affine Connection Geometry
with Asimmetric Metric”, in Proceedings of the XIII Marcel Grossmann Meeting on General
Relativity, Jerusalem 1997.
10] G. Montani, “On the singularity problem in cosmology”, Il Nuovo Cimento, 112 B (2-3),
459 (1997).
11] G. Montani, “On the quasi-isotropic solution in the presence of ultrarelativistic matter and a
scalar field”, Class. Quant. Grav., 16, 723 (1999).
12] G. Montani, “Aspects of the chaotic cosmology”, in The chaotic Universe-Proceedings of
the second ICRA Network Workshop, 1999.
13] G. Montani, “On the generic cosmological solution in presence of ultrarelativistic matter
and a scalar field”, Class. Quan. Grav., 17, 2205 (2000).
14] G. Montani, “Quasi-isotropic solution containing an electromagnetic and a real massless
scalar field”, Class. Quant. Grav., 17, 2197 (2000).
15] G. Montani, R. Ruffini and R.M. Zalaletdinov, “Gravitating macroscopic media in general
relativity and macroscopic gravity”, Il Nuovo Cimento, 115 B (11), 1343 (2000).
16] G. Imponente and G. Montani, “Covariant Mixmaster Dynamics”, in Proceedings of
S.U.R.F.2000, Mikonos 2000.
17] G. Montani, “Inhomogenous cosmologies in presence of a massless scalar field”, in
Proceedings of the IX Marcel Grossmann Meeting on General Relativity, Rome 2000.
18] G. Montani, “The mixmaster stochasticity as viewed in framework statistical mechanics”,
in Proceedings of the IX Marcel Grossmann Meeting on General Relativity, Rome 2000.
19] G. Montani, R. Ruffini and R.M. Zalaletdinov, “Macroscopic media and macroscopic
gravity in general relativity”, in Proceedings of the IX Marcel Grossmann Meeting on General
Relativity, Rome 2000.
20] V.G. Gurzadyan, G. Imponente and G. Montani, “Covariant Chaos in Mixmaster
Universe”, in Proceedings of the IX Marcel Grossmann Meeting on General Relativity, Rome
2000.
21] G. Montani, “Influence of the matter creation on the FLRW dynamics”, in Proceedings of
the IX Marcel Grossmann Meeting on General Relativity, Rome 2000.
22] G. Imponente and G. Montani, “Covariance of the mixmaster chaoticity”, Phys. Rev. D, 63,
103501 (2001).
23] G. Montani, “Influence of the particle creation on the flat and negative curved FLRW
universes”, Class. Quant. Grav., 18, 193 (2001).
24] G. Montani, “Nonstationary corrections to the mixmaster model invariant measure”, Il
Nuovo Cimento, 116 B (12), 1375 (2001).
25] G. Montani, “Canonical Quantization of Gravity without “Frozen Formalism””,
Nucl. Phys. B, 634 (1-2), 370 (2002).
26] A.A. Kirillov and G. Montani, “Quasi-isotropization of the Inhomogeneous Mixmaster
Induced by an Inflationary Process”, Phys. Rev. D, 66, 064010 (2002).
27] G. Imponente and G. Montani, “On the Quantum Origin of the Mixmaster Chaos
Covariance”, Nuc. Pys. B (Proc. Suppl.), 104, 193 (2002).
28] G. Imponente and G. Montani, “Covariant Feature of the Mixmaster Model Invariant
Measure”, Int. J. Mod. Phys. D, 11 (8), 1321 (2002).
29] G. Imponente and G. Montani, “The Mixmaster Model as a Cosmological Framework and
Aspects of its Quantum Dynamics”, in Proceeding of 7th Italian –Korean Meeting, 2002 .
30] G. Montani, R. Ruffini and R.M. Zalaletdinov, “Modelling self-Gravitating Macroscopic
Media in General Relativity: Solution to Szekeres’ Model of Gravitational Quadrupole”, Il
Nuovo Cimento, 118 B, (10-12), 1109 (2003).
31] G. Imponente and G. Montani, “Mixmaster Chaoticity as Semiclassical Limit of the
Canonical Quantum Dynamics”, Int. J. Mod. Phys. D, 12 (6), 977 (2003).
32] G. Montani, “Cosmological Issues for Revised Canonical Quantum Gravity”, Int. J. Mod.
Phys. D, 12 (8), 1445 (2003).
33] G. Aprea, G. Montani and R. Ruffini, “Test particles behavior in the framework of a
lagrangian geometric theory with propagating torsion”, Int. J. Mod. Phys. D, 12 (10), 1875
(2003).
34] A. Marrocco and G. Montani, “QED Coupling from a 5-D Kaluza-Klein Theory”, in
Proceedings of the X Marcel Grossmann Meeting on General Relativity, Rio 2003.
35] G. Imponente and G. Montani, “Pre-Inflationary Perturbations Spectrum”, in Proceedings
of the X Marcel Grossmann Meeting on General Relativity, Rio 2003.
36] S. Mercuri and G. Montani, “On the Frame Fixing in Quantum Gravity”, in Proceedings of
the X Marcel Grossmann Meeting on General Relativity, Rio 2003.
37] G. Imponente and G. Montani, “Covariant Lyapunov Exponents for the Mixmaster”, in
Proceedings of the X Marcel Grossmann Meeting on General Relativity, Rio 2003.
38] G. Imponente and G. Montani, “Mixmaster Chaos via the Invariant Mesure”, in
Proceedings of the X Marcel Grossmann Meeting on General Relativity, Rio 2003.
39] G. Montani, R. Ruffini and R.M. Zalaletdinov, “The Gravitational Polarization in General
Relativity: Solution to Szekeres’ Model of Quadrupole Polarization”, Class. Quant. Grav., 20,
4195 (2003).
40] G. Imponente and G. Montani, “On the Quasi-Isotropic Inflationary Solution”, Int. J. Mod.
Phys. D, 12 (10), 1845 (2003).
41] G. Imponente and G. Montani, “General Aspects of the de Sitter phase”, in Proceeding of
the 8th Italian –Korean Meeting, 2003, Il Nuovo Cimento B, 10 (11), 1-30 (2005).
42] S. Mercuri and G. Montani, “A New approach in quantum gravity and its Cosmological
Implications”, in Proceeding of the 8th Italian –Korean Meeting, 2003.
43] S. Mercuri and G. Montani, “Revised Canonical Quantum Gravity VIA the Frame Mixing”,
Int. J. Mod. Phys. D, 13 (1), 165 (2004).
44] G. Imponente and G. Montani, “Bianchi IX Chaoticity: BKL Map and Continuus Flow”,
PHYSICA A, 338, 282 (2004).
45] G. Montani, “Minisuperspace Model for Revised Canonical Quantum Gravity”, Int. J. Mod.
Phys. D, 13 (8), 1703 (2004).
46] G. Imponente and G. Montani, “Inhomogeneous de Sitter Solution with Scalar Field and
Perturbations Spectrum”, Mod. Phys. Lett. A, 19 (17), 1281 (2004).
47] S. Mercuri and G. Montani, “Dualism between Physical Frames and Time in Quantum
Gravity”, Mod. Phys. Lett. A, 19 (20), 1519 (2004).
48] G. Montani, “A Scenario for the dimensional compactification in eleven-dimensional
space-time”, Int. J. Mod. Phys. D, 13 (6), 1029 (2004).
49] R. Benini and G. Montani, “Frame independence of the inhomogeneous mixmaster chaos
via Misner-Chitrè-like variables”, Phys. Rev. D, 70, 103527 (2004).
50] G. Corvino and G. Montani, “Dark Matter Prediction from Canonical Quantum Gravity
with Frame Fixing”, Mod. Phys. Lett. A, 19 (37), 2777 (2004).
51] R. Benini, A.A. Kirillov and G. Montani, “Oscillatory regime in the Multidimensional
Homogeneous Models induced by a Vector Field”, Class. Quant. Grav., 22, 1483 (2005).
52] G. Montani, “Geometrization of the Gauge Connection within a Kaluza-Klein Theory”, Int.
J. Th. Phys., 44, 653 (2005).
53] N. Carlevaro and G. Montani, “Bulk Viscosity Effects on the Early Universe Stability”,
Mod. Phys. Lett. A, 20 (23), 1729 (2005).
54] M. Lattanzi and G. Montani, “On the interaction between thermalized neutrinos and
cosmological gravitational waves above the electroweak gravitational waves”, Mod. Phys. Lett A,
20 (34), 2607 (2005).
55] F. Cianfrani, A. Marrocco and G. Montani, “Gauge theories as a geometrical issue of a
Kaluza-Klein framework” , Int. J. Mod. Phys. D, 14 (7), 1195 (2005).
56] N. Carlevaro and G. Montani, “On the Gravitational Collapse of a Gas Cloud in Presence of
Bulk Viscosity ”, Class. Quan. Grav., 22, 4715 (2005).
57] G. Montani and C. Cherubini, “On the Electromagnetic Waves Propagation in the Isotropic
Universe”, Int. J. Mod. Phys. D, 14 (7), 1159 (2005).
58] E. Alesci and G. Montani, “Phenomenology for an extra dimension from gravitational
wawes propagation on a Kaluza-Klein Theory”, Int. J. Mod. Phys. D, 14 (1), 1 (2005).
59] E. Alesci and G. Montani, “Can be gravitational wawes markers for an extra-dimension?”,
Int. J. Mod. Phys. D, 14 (6), 923 (2005).
60] F. Cianfrani and G. Montani, “Non Abelian gauge symmetries from the unobservability of
extra-dimensions in a Kaluza-Klein approach”, Mod. Phys. Lett. A, 21 (3), 265 (2005).
61] E. Cerasti and G. Montani, “Generating functional for the gravitational field:
implementation of an evolutionary quantum dynamics”, Int. J. Mod. Phys. D, 14 (10), 1739
(2005).
62] O.M. Lecian and G. Montani, “On the Kaluza-Klein geometrization of the Electro-Weak
Model within a gauge theory of the 5-dimensional Lorentz group”, Int. J. Mod. Phys. D, 15 (5),
717 (2006).
63] M.V. Battisti and G. Montani, “Evolutionary Quantum Dynamics of a Generic Universe”,
Phys. Lett. B, 637, 203 (2006).
64] V. Lacquaniti and G.Montani, “On the ADM decomposition of the 5-D Kaluza-Klein
Model”, Int. J. Mod. Phys. D, 15 (4), 559 (2006).
65] F. Cianfrani and G. Montani, “The electro-weak model as a phenomenological issue of
multidimensions”, in Proceedings of the XI Marcel Grossmann Meeting on General Relativity,
Berlin 2006.
66] F. Cianfrani, I. Milillo and G. Montani, “On the geometrization of the electro-magnetic
interaction for a spinning particle”, in Proceedings of the XI Marcel Grossmann Meeting on
General Relativity, Berlin 2006.
67] M.V. Battisti and G. Montani, “Generic Evolutionary Quantum Universe”,
in Proceedings of the XI Marcel Grossmann Meeting on General Relativity, Berlin 2006.
68] R. Benini and G. Montani, “Classical and Quantum Aspects of the Inhomogeneous Mixmaster
Chaoticity”, in Proceedings of the XI Marcel Grossmann Meeting on General Relativity, Berlin
2006.
69] R. Benini and G. Montani, “Covariant Description of the Inhomogeneous Mixmaster Chaos”,
in Proceedings of the XI Marcel Grossmann Meeting on General Relativity, Berlin 2006.
70] R. Benini and G. Montani, “Vector Field induced Chaos in Multi-dimensional Cosmologies”,
in Proceedings of the XI Marcel Grossmann Meeting on General Relativity, Berlin 2006.
71] O.M. Lecian and G. Montani, “Electro-Weak Model within a 5-dimensional Lorentz group
theory”, in Proceedings of the XI Marcel Grossmann Meeting on General Relativity, Berlin 2006.
72] O.M. Lecian, S. Mercuri and G. Montani, “Is Torsion a Fundamental Physical Field?”,
in Proceedings of the XI Marcel Grossmann Meeting on General Relativity, Berlin 2006.
73] V. Lacquaniti and G. Montani, “Hamiltonian formulation of the 5-D Kaluza Klein model
and test-particles motion”, in Proceedings of the XI Marcel Grossmann Meeting on General
Relativity, Berlin 2006.
74] G. Montani, “Evolutionary reformulation of quantum gravity”, in Proceedings of the XI
Marcel Grossmann Meeting on General Relativity, Berlin 2006.
75] R. Benini and G. Montani, “Inohomogeneous Quantum Mixmaster: from classical to quantum
mechanics”, Class. Quant. Grav., 24, 387 (2007).
76] F. Cianfrani and G. Montani, “Geometrization of the electro-weak model bosonic component”,
Int. J. Th. Phys., 46 (3), 471 (2007).
77] G. Imponente and G. Montani, “Classical and quantum behavior of the generic
cosmological solution”, in AIP Proceedings, Eistein Century Conference, Paris 2005.
78] F. Cianfrani, I. Milillo and G. Montani, “Dixon-Souriau equations from a 5-dimensional
spinning particle in a Kaluza-Klein background”, Phys. Lett. A, 366 (1-2), 7 (2007).
79] O.M. Lecian and G. Montani, “Electro-weak Model within the framework of Lorentz gauge
theory: Ashtekar variables?”, in Proceeding of the 1th Stueckelberg Workshop, Il Nuovo
Cimento, Vol. 122 B (N.2), 207 (2007).
80] M.V. Battisti and G. Montani, “Evolutionary quantization of cosmological models”, in
Proceeding of the 1th Stueckelberg Workshop, Il Nuovo Cimento, Vol. 122 B (N.2), 179
(2007).
81] V. Lacquaniti and G. Montani, “Hamiltonian formulation of 5-dimensional Kaluza-Klein
Theory”, in Proceeding of the 1th Stueckelberg Workshop, Il Nuovo Cimento, Vol. 122 B
(N.2), 201 (2007).
82] G. Montani, “Formulation of an evolutionary quantum cosmology”, in Proceeding of the
1th Stueckelberg Workshop, Il Nuovo Cimento, Vol. 122 B (N.2), 157 (2007).
83] F. Cianfrani and G. Montani , “Spinning particles in General Relativity”, in Proceeding of
the 1th Stueckelberg Workshop, Il Nuovo Cimento, Vol. 122 B (N.2), 173 (2007).
84] F. Cianfrani and G. Montani, “The Electro-Weak model as low-energy sector of 8dimensional General Relativity”, in Proceeding of the 1th Stueckelberg Workshop, Il Nuovo
Cimento, Vol. 122 B (N.2), 213 (2007).
85] R. Benini and G. Montani, “Multi-Time approach to the Generic Quantum Cosmology”, in
Proceeding of the 1th Stueckelberg Workshop, Il Nuovo Cimento, Vol. 122 B (N.2), 185
(2007).
86] F. Cianfrani and G. Montani, “Boost invariance of the gravitational field dynamics: quantization without time gauge”, Class. Quan. Grav., 24, 4161 (2007).
87] M.V. Battisti and G. Montani, “The Big-Bang singularity in the framework a Generalized
Uncertainty Principle”, Phys. Lett. B 656 (2007) 96-101.
88] O.M. Lecian and G. Montani, “Dark Energy as a relic of the vacuum-energy cancellation?”,
Int. J. Mod. Phys. D 17 (N.1), 111 (2008)
89] N. Carlevaro, O.M. Lecian and G. Montani, “Macroscopic and microscopic paradigms for
the torsion field: from the test-particle motion to a Lorentz gauge theory”, Ann. Fond. L.
deBroglie, 32(2-3), 281 (2007).
90] N. Carlevaro and G. Montani, “Gravitational Stability in Presence of Viscosity”, AIP Conf.
Proc., 966, 241 (2207).
91] O.M. Lecian and G. Montani, “Scalar-tensor analysis of an exponential Lagrangian for the
Gravitational Field”, AIP Conf. Proc., 966, 264 (2007).
92] F. Cianfrani and G. Montani, “Boost symmetry in the Quantum Gravity sector”, AIP Conf.
Proc., 966, 249 (2007).
93] R. Benini and G. Montani, “Quasi-classical and Quantum properties of the Mixmaster Model”,
AIP Conf. Proc., 966, 227 (2007).
94] M.V. Battisti and G. Montani, “Minisuperspace dynamics in a generalized uncertainty
principle”, AIP Conf. Proc., 966, 219 (2007)
95] M.V. Battisti and G.Montani, “Quantum Dynamics of the Taub Universe in a Generalized
Uncertainty Principle”, Phys.Rev. D, 77, 023518 (2008).
96] N. Carlevaro and G. Montani, “Study of Quasi-isotropic solution near the cosmological
singularity in presence of Bulk-Viscosity”, Int. J. Mod. Phys. D, 17(6), 881 (2008).
97] G. Montani and N. Nescatelli, “Influence of matter creation on the Early Universe
Stability”, Int. J. Mod. Phys. A, 23(3/4), 473 (2008).
98] G. Montani, M.V. Battisti, R. Benini and G.P. Imponente, “Classical and quantum features
of the Mixmaster singularity”, to appear on Int. J. Mod. Phys. A.
99] F. Cianfrani. V. Lacquaniti and G. Montani, “Particles and fields within a unification
scheme”, to appear on Journal of the Korean Physical Society.
100] O.M. Lecian, G. Montani, “Riemannian and non-Riemannian extensions of geometrodynamics versus Einsteinian gravity’’, to appear in proceedings of ''10th Italian-Korean
Symposium on Relativistic Atrophysics'', J. Korean Phys. Soc., Special Edition.
101] S. Casanova, O.M. Lecian, G. Montani, R. Ruffini and R. Zalaletdinov, “Extended
Schouten classification for non-Riemannian geometries’’, Mod. P hys. Let t . A, 23(1),
1 7-23 (2008).
102] N. Carlevaro, O.M. Lecian and G. Montani, “Lorentz gauge theory and spinor interaction”,
to appear in Proceedings of II Stueckelberg Workshop – Int. J. Mod. Phys. A.
103] N. Carlevaro and G. Montani, “On the role of viscosity in early cosmology”, to appear in
Proceedings of II Stueckelberg Workshop – Int. J. Mod. Phys. A.
104] O. M. Lecian, G. Montani, “Exponential Lagrangian for the gravitational field and the
problem of vacuum energy”, in Proceeding of II Stueckelberg Workshop, to appear on IJMPA.
105] O. M. Lecian, G. Montani, “Fundamental symmetries of the extended space-time”, in
Proceeding of II Steckelberg Workshop, to appear on IJMPA.
106] V. Lacquaniti, G. Montani , “On matter coupling in Kaluza-Klein 5D model”, in
Proceeding of II Stueckelberg Workshop, to appear on IJMPA.
107] M.V. Battisti, G. Montani , “Quantum cosmology with a minimal length”, in Proceeding
of II Stueckelberg Workshop, to appear on IJMPA.
108] M.V. Battisti, G. Montani, “Cosmological implications of an evolutionary gravity”, in
Proceeding of II Stueckelberg Workshop, to appear on IJMPA.
109] F. Cianfrani and G. Montani, “The role of the time gauge in the second order formalism”,
to appear in Proceedings of II Stueckelberg Workshop – Int. J. Mod. Phys. A.
110] F. Cianfrani and G. Montani, “Synchronous Quantum Gravity”, to appear in Proceedings
of II Stueckelberg Workshop – Int. J. Mod. Phys. A.
111] F. Cianfrani and G. Montani, “Curvature-spin coupling from the semi-classical limit of
the Dirac equation”, to appear in Proceedings of II Stueckelberg Workshop – Int.J.Mod.Phys.A.
112] F. Cianfrani and G. Montani, “Elementary particle interaction from a Kaluza-Klein
scheme”, to appear in Proceedings of II Stueckelberg Workshop – Int. J. Mod. Phys. A.
113] I. Milillo, M. Lattanzi and G. Montani, “On the coupling between spinning particles and
cosmological gravitational waves”, to appear in Proceedings of II Stueckelberg Workshop – Int.
J. Mod. Phys. A.
114] M. Castellana and G. Montani, “BRST symmetries towards the Gauss constraint for
General Relativity”, appear in Proceedings of II Stueckelberg Workshop – Int. J. Mod. Phys. A.
115] G. Montani and F. Cianfrani, “General Relativity as Classical Limit for an Evolutionary
Quantum Gravity’’, Class. Quant. Grav., 25, 0605007 (2008).
116] F. Cianfrani and G. Montani, “Low-energy sector of 8-dimensional General Relativity:
Electro-Weak model and neutrino mass”, accepted by Int. J. Mod. Phys. D, April 2006.
1176] O.M. Lecian and G. Montani, “Spinor interactions and non-Riemannian geometry”,
submitted to J. Math. Phys., Dec 2007.
118] M. Castellana and G. Montani, “Physical state condition in quantum general relativity as a
consequence of BRST symmetry”, submitted to Class. Quant. Grav., Dec 2007.
119] F. Cianfrani, O.M. Lecian and G. Montani, “Fundamentals and recent developments in
non-perturbative canonical Quantum Gravity”, in progress.
120] M.V. Battisti, O.M. Lecian, G. Montani, Polymer Quantum Dynamics of the Taub
Universe, submitted to Phys. Rev. D.
121] O.M. Lecian, G. Montani, Weak-field limit of non-analytical f(R) gravity, submitted to
Phys. Rev. D.
122] G. Montani, S. Zonetti, Definition of a time variable with Entropy of a perfect fluid in
Canonical Quantum Gravity, submitted to Phys. Rev. D.
123] F. Cianfrani and G. Montani, “Spinor interactions and non-Riemannian geometry”,
submitted to Phys. Lett. B, June 2008.
124] V. Lacquaniti and G.Montani, “Dynamics of Matter in a compactified 5D Kaluza-Klein
Model. “, submitted to Class.Quant.Grav. July 2008.
125] M.V.Battisti and G.Montani, The Mixmaster Universe in a generalized uncertainty
principle framework, submitted to Phys.Rev.D, July 2008.
127] O.M. Lecian and G. Montani, Implications of non-analytical f(R) gravity at Solar-System
scales, submitted to Fast track, Classical Quantum Gravity.