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Solange F Rutz
Solange F Rutz
Professor of Mathematics, UFPE
Verified email at dmat.ufpe.br
Title
Cited by
Cited by
Year
A Finsler generalisation of Einstein's vacuum field equations
SF Rutz
General Relativity and Gravitation 25, 1139-1158, 1993
971993
Symmetry in Finsler spaces
S Rutz
CONTEMPORARY MATHEMATICS 196, 289-300, 1996
561996
FINSLER: A computer algebra package for Finsler geometries
SF Rutz, R Portugal
Nonlinear Analysis-Theory Methods and Applications 47 (9), 6121-6134, 2001
472001
Theories and models in symbiogenesis
PL Antonelli, L Bevilacqua, SF Rutz
Nonlinear Analysis: Real World Applications 4 (5), 743-753, 2003
442003
A transient-state analysis of Tyson's model for the cell division cycle by means of KCC-theory
PL Antonelli, SF Rutz, VS Sabău
Open Systems & Information Dynamics 9 (03), 223-238, 2002
302002
The mathematical theory of endosymbiosis I
PL Antonelli, SF Rutz, CE Hirakawa
Nonlinear Analysis: Real World Applications 12 (6), 3238-3251, 2011
282011
Finslerian Volterra–Hamilton systems in Clementsian forest succession
PL Antonelli, SF Rutz
Nonlinear analysis: real world applications 6 (5), 899-913, 2005
252005
The mathematical theory of endosymbiosis, II: Models of the fungal fusion hypothesis
PL Antonelli, SF Rutz, KT Fonseca
Nonlinear analysis: Real World Applications 13 (5), 2096-2103, 2012
232012
Eco-strain in model forests
PL Antonelli, SF Rutz
Nonlinear Analysis: Real World Applications 10 (2), 576-588, 2009
192009
A geometrical foundation for seismic ray theory based on modern Finsler geometry
PL Antonelli, SF Rutz, MA Slawinski
Finsler and Lagrange Geometries: Proceedings of a Conference held on August …, 2003
182003
Geometric approach to the dynamics of succession in plant communities
PL Antonelli, SF Rutz
Proceedings do III Simpósio de Biologia Matemática e Computacional, e-papers, 2004
172004
The general four-dimensional spherically symmetric Finsler space
PJ McCarthy, SF Rutz
General relativity and gravitation 25, 589-602, 1993
171993
Computer algebra and two and three dimensional Finsler geometry
PL Antonelli, I Bucataru, SF Rutz
Publ. Math. Debrecen 62, 3-4, 2003
142003
Theorems of Birkhoff type in Finsler spaces
SF Rutz
Computer physics communications 115 (2-3), 300-315, 1998
131998
Evolution of symbiosis in hermatypic corals: A model of the past, present, and future
PL Antonelli, SF Rutz, PW Sammarco, KB Strychar
Nonlinear Analysis: Real World Applications 32, 389-402, 2016
122016
A coral bleaching model
PL Antonelli, SF Rutz, PW Sammarco, KB Strychar
Nonlinear Analysis: Real World Applications 16, 65-73, 2014
112014
Carbon flux models in the Mata-Atlântica rain forest of Brazil
PL Antonelli, SF Rutz, KT Fonseca
Nonlinear Analysis: Real World Applications 11 (5), 3524-3531, 2010
112010
Symbolic Finsler Geometry
SF Rutz, R Portugal
Handbook of Finsler Geometry 2, 1131-1192, 2003
112003
Gradient-driven dynamics on Finsler manifolds: the Jacobi action-metric theorem and an application in ecology
PL Antonelli, ESG Leandro, SF Rutz
Nonlinear Stud 21, 141-152, 2014
102014
Environmental analysis of impact of transgenic crops
PL Antonelli, SF Rutz, RVS Junior, RSB de Holanda, Z Vaz
International Journal of Applied Mathematics 26 (4), 515-524, 2013
92013
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