Ensaios matemáticos.

Bibliographic Details
Corporate Author: Sociedade Brasileira de Matemática
Format: Journal
Language:Multiple
Portuguese
Spanish
English
Published: Rio de Janeiro, Brasil : Sociedade Brasileira de Matemática, 1989-
Subjects:
Online Access:Acceso Abierto
Table of Contents:
  • vol. 1 (1989). Équations différentielles linéaires et transformation de Fourier : une introduction / B. Malgrange.
  • vol. 2 (1990). Étude topologique des applications déviant la verticale / P. le Calvez.
  • vol. 3 (1991). The dynamics of inner functions / C. I. Doering, R. Mañé.
  • vol. 4 (1991). Introduction to the theory of systems / I. Kupka.
  • vol. 5 (1993). Feuilletages proches d’une fibration / C. Bonatti.
  • vol. 6 (1993). Séries divergentes et développements asymptotiques / J. P. Ramis.
  • vol. 7 (2004) Symplectic Geometry and Floer Homology / François Laudenbach.
  • vol. 8 (2004). Les équations différentielles algébriques et les singularités mobiles / Ivan Pan, Marcos Sebastiani.
  • vol. 9 (2004). On the nature of isotherms at first order phase transitions for classical lattice models / Charles-Edouard Pfister.
  • vol. 10 (2005). A January 2005 invitation to random groups / Yann Olliviervol.
  • vol. 11 (2006). Sur la cohomologie et le spectre des variétés localement symétriques / Nicolas Bergeron.
  • vol. 12 (2007). Dynamics and global geometry of manifolds without conjugate points / Rafael O. Ruggiero.
  • vol. 13 (2007). Grupos de difeomorfismos del círculo / Andrés Navas.
  • vol. 14 (2008). Simplicité des groupes de transformations de surfaces / Abed Bounemoura.
  • vol. 15 (2008). Introduction to (generalized) Gibbs measures / Arnaud Le Ny.
  • vol. 16 (2009). Recent progress in coalescent theory / Nathanaël Berestycki.
  • vol. 17 (2009). The remarkable effectiveness of ergodic theory in number theory: Part I. Green-Tao theorem / Alexander Arbieto, Carlos Matheus and Carlos G. Moreira.
  • vol. 17 (2009). The remarkable effectiveness of ergodic theory in number theory : Part II. Elkies-McMullen theorem / Carlos Matheus.
  • vol. 18 (2010). Current fluctuations for stochastic particle systems with drift in one spatial dimension / Timo Seppäläinen.
  • vol. 19 (2010). La notion de stabilité pour des équations aux dérivées partielles elliptiques / Olivier Druet.
  • vol. 20 (2011). Breve introducción a la matemática de la estadística espacial / Oscar Bustos, Aureliano Guerrero.
  • vol. 21 (2012). Some properties of the Cremona group / Julie Déserti.
  • vol. 22 (2012). Propriétés dynamiques génériques des homéomorphismes conservatifs / Pierre-Antoine Guihéneuf.
  • vol. 23 (2012). From random walk trajectories to random interlacements / Jirı Cerný, Augusto Quadros Teixeira
  • vol. 24 (2013). Isometric embeddings of the square flat torus in ambient space / Vincent Borrelli, Saïd Jabrane, Francis Lazarus and Boris Thibert.
  • vol. 25 (2013). Parafermionic observables and their applications to planar statistical physics models / Hugo Duminil-Copin.
  • vol. 26 (2014). Global divergence theorems in nonlinear PDEs and geometry / Stefano Pigola y Alberto G. Setti.
  • vol. 27 (2014). Généricité au sens probabiliste dans les difféomorphismes du cercle / Michele Triestino.
  • vol. 28 (2015). Global singularity theory for the Gauss curvature equation / Graham Andrew Craig Smith.
  • vol. 29 (2015). Lectures on singular stochastic PDEs / Massimiliano Gubinelli y Nicolas Perkowski.
  • vol. 30 (2016). Six papers on signatures, braids and Seifert surfaces / editado por Étienne Ghys y Andrew Ranicki.
  • vol. 31 (2017). Algebraic structures related to integrable differential equations / Vladimir Sokolov.
  • vol. 32 (2018). Notes on the Dirichlet problem of a class of second order elliptic partial differential equations on a Riemannian manifold / Jaime Ripoll y Friedrich Tom.
  • vol. 33 (2019). Entropy, Lyapunov exponents, and rigidity of group actions / Aaron Brown.
  • vol. 34 (2019). Malliavin calculus and normal approximations / David Nualart.
  • vol. 35 (2021). Infinitesimal variations of submanifolds / Marcos Dajczer y Miguel Ibieta Jimenez.
  • vol. 36 (2021). The maximal subgroups of the symmetric group / Martino Garonzi.