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Articles: 2'506'133
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28 April 2024
 
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Results 1 to 20 of 40 for query "M. Falcioni". (0.00 sec.)

[    1    2    ]   Next

1.
The flat phase of fixed-connectivity membranes
M.J. Bowick; S. Catterall; M. Falcioni; G. Thorleifsson; K. Anagnostopoulos;
8 Aug 1996   /  Nucl.Phys.Proc.Suppl. 53 (1997) 746-752
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2.
Anisotropic Membranes
M. Bowick; S. Catterall; S. Warner; G. Thorleifsson; M. Falcioni;
15 Sep 1998   /  Nucl.Phys.Proc.Suppl. 73 (1999) 804-806 DOI: 10.1016/S0920-5632(99)85209-8
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3.
Numerical Observation of a Tubular Phase in Anisotropic Membranes
Mark Bowick; Marco Falcioni; Gudmar Thorleifsson;
7 May 1997   /  Phys. Rev. Lett. 79 (1997) 885
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4.
Critical Slowing Down of Cluster Algorithms for Ising Models Coupled to 2-d Gravity
M. Bowick; M. Falcioni; G. Harris; E. Marinari;
23 Nov 1993   /  Phys.Lett. B322 (1994) 316-322
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5.
The Phase Diagram of Crystalline Surfaces
K.N. Anagnostopoulos; M.J. Bowick; S.M. Catterall; M. Falcioni; G. Thorleifsson;
21 Sep 1995   /  Nucl. Phys. B (Proc. Suppl.) 47 (1996) 838-841
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6.
Transition from regular to complex behaviour in a discrete deterministic asymmetric neural network model
A. Crisanti; M falcioni; A. Vulpiani;
16 Apr 1993   /  J.Phys. A26 (1993) 3441-3454
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7.
A Biased Monte Carlo Scheme for Zeolite Structure Solution
Marco Falcioni; Michael W. Deem;
4 Sep 1998   /  J. Chem. Phys., 110(3) (1999) 1754
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8.
The Poisson ratio of crystalline surfaces
Marco Falcioni; Mark Bowick; Emmanuel Guitter; Gudmar Thorleifsson;
1 Oct 1996   /  Europhys. Lett. 38(1) (1997) 67-72
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9.
Two Ising Models Coupled to 2-Dimensional Gravity
Mark Bowick; Marco Falcioni; Geoffrey Harris; Enzo Marinari;
20 Oct 1993   /  Nucl.Phys. B419 (1994) 665-684; Erratum-ibid. B424 (1994) 690
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10.
Ergodic properties of high-dimensional symplectic maps
M Falcioni; U M Marconi; A Vulpiani;
15 Aug 1991   /  Phys Rev A, 44 (4), 2263-2270
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11.
Comment on "Chaotic fluid convection and the fractal nature of passive scalar gradients"
M Falcioni; G Paladin; A Vulpiani;
5 Feb 1990   /  Phys Rev Lett, 64 (6), 698
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12.
Broken ergodicity and glassy behavior in a deterministic chaotic map
A Crisanti; M Falcioni; A Vulpiani;
22 Jan 1996   /  Phys Rev Lett, 76 (4), 612-615
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13.
The Flat Phase of Crystalline Membranes
M. Bowick; S. Catterall; M. Falcioni; G. Thorleifsson; K. Anagnostopoulos;
26 Mar 1996   /  J.Phys.I(France) 6 (1996) 1321-1345
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14.
Coarse-Grained Probabilistic Automata Mimicking Chaotic Systems
M. Falcioni; A. Vulpiani; G. Mantica; S.Pigolotti;
28 Jul 2003   /  Phys. Rev Lett 91, 044101 (2003)
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15.
Predictability: a way to characterize Complexity
G.Boffetta; M. Cencini; M. Falcioni; A. Vulpiani;
17 Dec 2000   /  Physics Reports 356, 367-474 (2002)
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16.
Chaos or Noise - Difficulties of a Distinction
M. Cencini; M. Falcioni; H. Kantz; E. Olbrich; A. Vulpiani;
14 Feb 2000   /  Phys. Rev. E 62, 427-437 (2000)
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17.
Improved Algorithms for Simulating Crystalline Membranes
G. Thorleifsson; M. Falcioni;
18 Sep 1997   /  Computer Phys. Comm. 109 (1998) 161-170
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18.
Broken ergodicity and glassy behavior in a deterministic chaotic map
A. Crisanti; M. Falcioni; A. Vulpiani;
16 Jun 1995
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19.
Sporadicity and synchronization in one-dimensional asymmetrically coupled maps
F Cecconi; A Crisanti; M Falcioni A Vulpiani;
27 Oct 1994
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20.
One-dimensional asymmetrically coupled maps with defects
L Biferale; A Crisanti; M Falcioni; A Vulpiani;
3 May 1993
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