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Nussenzveig Lopes e Y. Hryniewicz e Pedro A. Morales e Victor F.

Colóquios Brasileiros de Matemática

Lustosa e Fernanda M. Gomes, Levon Nurbekyan e Edgard A. Siqueira e Paulo A.

Six lectures on Riemannian Geometry [AR]. Teoria de Galois Infinita [AR]. Certain Aspects of Rings [AR]. Teoria de Galois [AR]. Grupo Fundamental e Revestimentos [AR]. Integral de Lebesque [AR].

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Grandes Desvios em Processos Markovianos. Lectures on Spectral Geometry. Introduction to the Theory of Systems [AR]. Homoclinic Bifurcations and Hiperbolic Dynamics. Propriedades Espectrais do Laplaceano. Introduction to Methods of Parallel Optimization. Pontos Racionais em Curvas sobre Corpos Finitos. Controle de Sistemas Lineares [AR]. Stochastic Dynamics of Deterministic Systems.

Introduction to Integral Geometry. Primos de Mersenne e outros primos muito grandes [AR].

clculo Global Minimizers of Autonomous Lagrangians. Computational Methods in the Local Theory of Curves. Introduction to Toric Varieties [AR]. Notes on Morse Theory [AR]. Partial Regularity of Solutions of the 3-D Incompressible.

Perfect Simulation of Spatial Process. Riemannian and Submanifold Geometry [AR]. Geometry, Dynamics and Topology of Foliated Manifolds. Spin Dynamics at Zero Temperature. Symmetry Studies — An Introduction. Tangents and Secants of Moretti Varieties. An Introduction to Gauge Theory and its Applications. Eventos Raros, Tempos Exponenciais e Metaestabilidade. Topics in Inverse Problems.

Elliptic Regularity and Free Boundary Problems: Introduction to Generalized Complex Geometry. Moduli Spaces of Curves [AR].

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An Invitation to Web Geometry. Dynamics of Partial Actions.

Introduction to Evolution Equations in Geometry. Viscosity Solutions of Hamilton-Jacobi Equations. De Newton a Boltzmann: Extremal and Probabilistic Combinatorics. Introduction to Optimal Transport: Pedrk and Applications [AR].

IMPA – Colóquios Brasileiros de Matemática

Multiple Integrals and Modular Differential Equations. Random Process with Variable Length.

Asymptotic Models for Surface and Internal Waves. Eigenvalues on Riemannian Manifolds. Boltzmann-Type Equations and their Applications. Dissipative Forces in Celestial Mechanics. Topics in Spectral Theory. Continuity of the Lyapunov Exponents of Linear Cocycles. Topological Methods in the Quest for Pedo Orbits.

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