Relatórios de Pesquisa

13/1998 Elements of Algebraic Geometry
Alexandre Ananin
Image icon rp-1998-13.gif, PDF icon rp-1998-13.pdf
12/1998 Lyapunov exponents for stochastic differential equations on semi-simple Lie groups
Paulo R. C. Ruffino, Luiz A. B. San Martin
Image icon rp-1998-12.gif, PDF icon rp-1998-12.pdf
11/1998 Quais Anéis Moram em Álgebras de Dimensão Finita - I: Uma História de Uma Teoria
Alexandre Ananin
Image icon rp-1998-11.gif, PDF icon rp-1998-11.pdf
11/1998 Generating inexact-Newton methods using least change secant update procedures
José Mario Martínez
PDF icon rp-1998-11.pdf
10/1998 A View to Classification of Algebras
Alexandre Ananin
Image icon rp-1998-10.gif, PDF icon rp-1998-10.pdf
9/1998 Partitions with "[(N + 1)/2] copies of N"
José Plínio O. Santos, Paulo Mondek
Image icon rp-1998-9.gif, PDF icon rp-1998-9.pdf
8/1998 Derivation of Cubic Splines from Cubic Hermite Functions
Saulo Pomponet Oliveira, Petrônio Pulino
Image icon rp-1998-8.gif, PDF icon rp-1998-8.pdf
7/1998 The Center-Focus Problem and Reversibility
Marco A. Teixeira, Jiazhong Yang
Image icon rp-1998-7.gif, PDF icon rp-1998-7.pdf
6/1998 Controllability of discrete-time control systems on the symplectic group
Carlos J. Braga Barros, Luiz A. B. San Martin

Let x_{n+1} = exp(A+uB)x_{n} be a discrete-time control system on R^{2n}with A and B matrices in the symplectic Lie algebra sp(n, R). This papergives sufficient conditions for the global controllability of the system. Theseconditions are similar to those of [4].


PDF icon rp-1998-6.pdf
5/1998 On an Iterative Method for the Approximate Solution of an Initial and Boundary-Value Problem for a Generalized Boussinesq Model
M. Drina Rojas-Medar, Marko A. Rojas-Medar

In this work an iteractive method is proposed for finding the approximate solution of an initial and boundary problem for a nonstationary Generalized Boussinesq model for thermally driven convection. The model allows temperature dependent viscosity and thermal conductivity. We give also the convergence rate bounds for the propost method.


PDF icon rp-1998-5.pdf