CurrÃculo do Sistema de CurrÃculos Lattes (Rita Maria Zorzenon dos Santos)

Information extracted by AB³C from Lattes system at CNPq for:

Rita Maria Zorzenon dos Santos

Address

Universidade Federal de Centro de Ciências Exatas e da Natureza, Departamento de Física.
Av. Prof. Luiz Barros Freire, s/n
Cidade Universitária
50670-901- Recife, PE- Brasil
Telefone: (81) 32718450 Ramal: 2268 Fax: (81) 32710359
E-mail: zorzenon@df.ufpe.br
URL da Homepage: www.df.ufpe.br

Published articles

1.	Zorzenon dos Santos, Rita Maria; NAGAI, E.. Water Drop Experiment of Introductory Laboratory. American Journal of Physics, v. 47, n. 3, p. 292-292, 1979.

2.	TORRIANI, I. C. L.; Zorzenon dos Santos, Rita Maria. Low Resolution Structural Study of Lecithin Bilayers with Incorporatedaromatic Hydrocarbons. Acta Crystallographica A, v. A, n. 37, p. C49, 1981.

3.	Zorzenon dos Santos, Rita Maria; SANTOS, R. R.. On Real Space Scaling for Transverse Ising Model. Revista Brasileira de Física, Brasil, v. 14, p. 54-61, 1984.

4.	Zorzenon dos Santos, Rita Maria; MARIZ, A. M.; SANTOS, R. R. et al. 3-D Quantum Heisenberg Ferromagnet with Random Anisotropy. Journal Of Physics C Solid State, Inglaterra, v. C, n. 18, p. 5475-5480, 1985.

5.	MARIZ, A. M.; Zorzenon dos Santos, Rita Maria; TSALLIS, C. et al. Criticallity of the Anisotropic Quantum Heisenberg Model on a Simple Cubic Lattice. Physics Letters, v. A, n. 108, p. 95-98, 1985.

6.	SANTOS, R. R.; Zorzenon dos Santos, Rita Maria; KISCHINHEVSKY, M.. Tranverse Ising Spin Glass Model. Physical Review B, EUA, v. B, n. 31, p. 4694-4697, 1985.

7.	Zorzenon dos Santos, Rita Maria; SANTOS, A. M.; SANTOS, R. R.. Random Mixture of Competing XY and Ising Anisotropies. Physics Letters A, v. A, n. 122, p. 367-370, 1987.

8.	Zorzenon dos Santos, Rita Maria; SANTOS, R. R.. Anisotropy Effects in a 2-D Transverse Ising Model. Journal Of Physics C Solid State, Inglaterra, v. C, n. 21, p. 1983-1993, 1988.

9.	Zorzenon dos Santos, Rita Maria; SANTOS, R. R.. Phase Diagram for a Random Mixture of Competing Ising Anisotropies. Physical Review B, EUA, v. B, n. 37, p. 559-575, 1988.

10.	Zorzenon dos Santos, Rita Maria; OLIVEIRA, P. M. C.; PENNA, T. J. et al. Modified Q2R Cellular Automata. World Scientific, Estados Unidos, p. 160-162, 1990.

11.	OLIVEIRA, P. M. C.; PENNA, T. J.; OLIVEIRA, S. M. et al. Cellular Automata as Microcanonical Simulator. Journal of Physics - A, Inglaterra, v. A, n. 24, p. 219-228, 1991.

12.	AMARAL, M. G.; Zorzenon dos Santos, Rita Maria. Lambda-Phi 4 Theory in a Fractal Lattice. Revista Brasileira de Física, Brasil, v. 21, n. 1, p. 17-28, 1991.

13.	WEISBUCH, G.; Zorzenon dos Santos, Rita Maria; NEUMANN, A.. Tolerance to Hormones and Receptors in a Idiotypic Network. Journal of Theoretical Biology, v. 163, p. 237-253, 1993.

14.	Zorzenon dos Santos, Rita Maria. Transient Times and Periods in aHigh-Dimensional Shape-Space Model for Immune Systems. Physica A, v. A, n. 196, p. 12-20, 1993.

15.	Zorzenon dos Santos, Rita Maria; BERNARDES, A. T.. The Stable-Chaotic transition on Cellular Automata used to Model the immune Repertoire. Physica A, v. 219, p. 1-12, 1995.

16.	STAUFFER, D.; OLIVEIRA, P. M. C.; OLIVEIRA, S. M. et al. Monte Carlo Simulations of Sexual Reproduction. Physica A, v. 231, p. 504-514, 1996.

17.	Zorzenon dos Santos, Rita Maria; BATISTA, J. G. E.. Modelagem do Sistema Imunológico utilizando Autômatos Celulares. EDUFF, Brasil, p. 1-1, 1996.

18.	BERNARDES, A. T.; Zorzenon dos Santos, Rita Maria. Immune Network at the Edge of Chaos. Journal of Theoretical Biology, v. 186, p. 173-187, 1997.

19.	Zorzenon dos Santos, Rita Maria; BERNARDES, A. T.. Immunization and Aging: A learning process in the immune network. Physical Review Letters, EUA, v. 81, n. 14, p. 3034-3037, 1998.

20.	Zorzenon dos Santos, Rita Maria. Using Cellular Automata to Learn about the Immune System. International Journal of Modern Physics C - Physics and Computers, World Scientific, Cingapura, v. 9, p. 793-800, 1998.

21.	Zorzenon dos Santos, Rita Maria. Immune Responses: Getting Close to Experimental Results with Cellular Automata Models. Annual Reviews On Computational Physics, v. VI, p. 159-202, 1999.

22.	MENEZES, M. A.; Zorzenon dos Santos, Rita Maria. The Onset of Mackey-Glass Leukemia at the Edge of Chaos. International Modern Physics C, World Scientific, Singapura, v. 11, p. 1-9, 2000.

23.	LAGRECA, M. C.; ALMEIDA, R. M. C.; Zorzenon dos Santos, Rita Maria. A Dynamical Model for the Immune Repertoire. Physica A, Elsevier, v. 289, p. 191-207, 2001.

24.	BERNARDES, A. T.; Zorzenon dos Santos, Rita Maria. On the Dynamics of a Multi-Connected network. International Journal of Modern Physics C - Physics and Computers, World Scientific, Cingapura, v. 12, p. 1-12, 2001.

25.	Zorzenon dos Santos, Rita Maria; COUTINHO, S. G.. The Dynamics of the Evolution HIV Infection: A Cellular Automata Approach. Physical Review Letters, Estados Unidos, v. 87, p. 16810, 2001.

26.	FERREIRA, C. P.; FONTANARI, J. F.; Zorzenon dos Santos, Rita Maria. Phase-Transitions in a Model for the Formation of Herpes Simplex Ulcers. Physical Review E, Estados Unidos, n. 64, p. 04190, 2001.

27.	COPELLI, M.; MARTINS, J. S. S.; Zorzenon dos Santos, Rita Maria. Emergence of Hierarchy on a Network of Complementary Agents. International Journal Of Modern Physics C, Cingapura, v. 13, p. 783-797, 2002.

28.	Zorzenon dos Santos, Rita Maria; COPELLI, Mauro; STARIOLO, Daniel. On the Aging Dynamics of the Immune Network. European Physical Journal B, França, v. 34, n. 1, p. 119-129, 2003.

29.	Zorzenon dos Santos, Rita Maria; COPELLI, Mauro. Long term and Short term Effects of Perturbations in a Immune Network Model. Brazilian Journal of Physics, São Paulo-Brasil, v. 33, n. 3, p. 628-633, 2003.

30.	Zorzenon dos Santos, Rita Maria. Dynamics of Infection and Spread of Diseases. Modern Challenges in Statistical Mechanics: Pattern, Noise and the Interplay of Nonlinearity and Complexity, Estados Unidos, p. 259-288, 2003.

31.	SOLOVEY, Guillermo; PERUANI, Fernando; DAWSON, Silvina Ponce et al. On cell resistance and immune response time lag in a model for the HIV Infection. Physica A - Statistical And Theoretical Physics, 2004.

Published book chapters

1.	OLIVEIRA, P. M. C.; Zorzenon dos Santos, Rita Maria; PENNA, T. J. et al. Modified Q2r Cellular Automata. In: Antonio Pires; David P. Landau; Hans J. Herrmann. (Org.). Computacional Physics and Cellular Automata. 199ed. , 1990, v. , p. 160-162.

2.	Zorzenon dos Santos, Rita Maria. Dynamics of Infection and Spread of Diseases. In: Katja Lindenberg; Nitant Kenkre. (Org.). Modern Challenges in Statistical Mechanics: pattern, Noise and the Interplay of Nonlinearity and Complexity. , 2003, v. , p. 34-64.