C. Moreira

发表

Testing permutation properties through subpermutations

Yoshiharu Kohayakawa, Rudini Menezes Sampaio, Carlos Hoppen, 2011, Theor. Comput. Sci..

Limits of permutation sequences through permutation regularity

Y. Kohayakawa, C. Hoppen, C. Moreira, 2011, 1106.1663.

The remarkable effectiveness of ergodic theory in number theory

C. Moreira, A. Arbieto, C. Matheus, 2009, Ensaios Matemáticos.

From discrete- to continuous-time ergodic theorems

C. Moreira, V. Bergelson, A. Leibman, 2011, Ergodic Theory and Dynamical Systems.

Continuity of Hausdorff dimension across generic dynamical Lagrange and Markov spectra II

C. Moreira, A. Cerqueira, S. Romaña, 2016, Ergodic Theory and Dynamical Systems.

Scale Recurrence Lemma and Dimension Formula for Cantor Sets in the Complex Plane

C. Moreira, A. Zamudio, 2019, 1911.03041.

DYNAMICAL SYSTEMS, FRACTAL GEOMETRY AND DIOPHANTINE APPROXIMATIONS

C. Moreira, 2017, Proceedings of the International Congress of Mathematicians (ICM 2018).

Markov spectrum near Freiman's isolated points in M ∖ L

C. Moreira, C. Matheus, 2019, Journal of Number Theory.

Homoclinic Bifurcations : our collaboration with

J. Palis, C. Moreira, 2018 .

Markov spectrum near Freiman's isolated points in $M\setminus L$

C. Moreira, C. Matheus, 2018, 1802.02454.

Geometric properties of the Markov and Lagrange spectra

C. Moreira, 2016, Annals of Mathematics.

Homoclinic Bifurcations: our collaboration with Jean-Christophe Yoccoz

J. Palis, C. Moreira, 2017, 1712.09451.

Geometric properties of images of cartesian products of regular Cantor sets by differentiable real maps

C. Moreira, 2016, 1611.00933.

There are no C1-stable intersections of regular Cantor sets

C. Moreira, 2009, 0901.3131.

Stable intersections of affine cantor sets

C. Moreira, B. Honary, Mahdi Pourbarat, 2005 .

Homoclinic tangencies and fractal invariants in arbitrary dimension

J. Palis, C. Moreira, M. Viana, 2001 .

On the topology of arithmetic sums of regular Cantor sets

C. Moreira, Eduardo M Muñoz Morales, J. Rivera-Letelier, 2000 .

Sums of Regular Cantor Sets, Dynamics and Applications to Number Theory

C. Moreira, 1998 .

Stable intersections of Cantor sets and homoclinic bifurcations

C. Moreira, 1996 .

Generalized Hausdorff dimensions of sets of real numbers with zero entropy expansion

C. Moreira, C. Mauduit, 2011, Ergodic Theory and Dynamical Systems.

Hausdorff dimension of Gauss–Cantor sets and two applications to classical Lagrange and Markov spectra

C. Moreira, M. Pollicott, C. Matheus, 2021, Advances in Mathematics.

On integers which are the sum of a power of 2 and a polynomial value

C. Pomerance, C. Moreira, F. Luca, 2014 .

Statistical properties of unimodal maps: physical measures, periodic orbits and pathological laminations

C. Moreira, A. Avila, 2003, math/0306155.

Bifurcations of unimodal maps

C. Moreira, A. Avila, 2003, math/0306157.

Phase-parameter relation and sharp statistical properties for general families of unimodal maps

C. Moreira, A. Avila, 2003, math/0306156.

Quasisymmetric robustness of the Collet-Eckmann condition in the quadratic family

C. Moreira, A. Avila, 2001, math/0105222.

Statistical properties of unimodal maps: smooth families with negative Schwarzian derivative

C. Moreira, A. Avila, 2001, math/0105221.

Statistical properties of unimodal maps: the quadratic family

C. Moreira, A. Avila, 2000, math/0010062.

Dynamical characterization of initial segments of the Markov and Lagrange spectra

C. Moreira, Davi Lima, 2020, Monatshefte für Mathematik.

A generalization of Marstrand's theorem for projections of cartesian products

C. Moreira, J. L'opez, 2011, 1107.0424.

Fractal geometry of the complement of Lagrange spectrum in Markov spectrum

C. Moreira, C. Matheus, 2018 .

On exceptional sets of transcendental functions with integer coefficients: solution of a problem of Mahler

C. Moreira, D. Marques, 2020, Acta Arithmetica.

ON A VARIANT OF A QUESTION PROPOSED BY K. MAHLER CONCERNING LIOUVILLE NUMBERS

C. Moreira, D. Marques, 2014, Bulletin of the Australian Mathematical Society.

Approximation of the Lagrange and Markov spectra

Vincent Delecroix, Carlos Gustavo Moreira, Carlos Matheus, 2019, Math. Comput..

Measures of Pseudorandomness for Finite Sequences: Minimal Values

Yoshiharu Kohayakawa, Vojtech Rödl, Noga Alon, 2006, Combinatorics, Probability and Computing.

Measures of pseudorandomness for finite sequences: typical values

Yoshiharu Kohayakawa, Vojtech Rödl, Noga Alon, 2007 .

APLICADA Dynamics of sets of zero density

C. Moreira, Yuri Lima, E. Pujals, 2011 .

Statistical Properties of Unimodal Maps

C. Moreira, A. Avila, 2000 .

Differentiable structures of central Cantor sets

C. Moreira, S. Plaza, Jaime Vera, 1997, Ergodic Theory and Dynamical Systems.

On the geometry of horseshoes in higher dimensions

C. Moreira, W. R. Silva, 2012, 1210.2623.

An algorithm for the word entropy

Sébastien Ferenczi, Christian Mauduit, Carlos Gustavo Moreira, 2018, Theor. Comput. Sci..

The curve selection lemma and the Morse–Sard theorem

C. Moreira, M. Ruas, 2009 .

BIFURCATION OF THE ESSENTIAL DYNAMICS OF LORENZ MAPS ON THE REAL LINE AND THE BIFURCATION SCENARIO FOR LORENZ LIKE FLOWS: THE CONTRACTING CASE

C. Moreira, R. Labarca, 2010 .

Complexity of infinite sequences with zero entropy

Christian Mauduit, Carlos Gustavo Moreira, C. Moreira, 2010 .

Entropy ratio for infinite sequences with positive entropy

C. Moreira, C. Mauduit, 2018, Ergodic Theory and Dynamical Systems.

On the structure of numerical sparse semigroups and applications to Weierstrass points

Paula M. Veloso, C. Moreira, André Contiero, 2013, 1308.5844.

Hausdorff Dimension, Lagrange and Markov Dynamical Spectra for Geometric Lorenz Attractors

C. Moreira, M. Pacifico, Sergio Romaña, 2016, Bulletin of the American Mathematical Society.

On the Lagrange and Markov dynamical spectra for geodesic flows on surfaces with negative curvature

Sergio Augusto Romana Ibarra, C. Moreira, 2015, Journal of Modern Dynamics.

On an upper bound of the degree of polynomial identities regarding linear recurrence sequences

Ana Paula Chaves, C. Moreira, Eduardo Henrique no Nascimento, 2023, 2301.03135.

On integers which are the sum of a power of 2 and a polynomial value

C. Pomerance, C. Moreira, F. Luca, 2014, Bulletin of the Brazilian Mathematical Society, New Series.

Hausdorff measures and the Morse-Sard theorem

C. Moreira, 2001 .

Quantum spin probabilities at positive temperature are Hölder Gibbs probabilities

Jader E. Brasil, C. Moreira, A. Lopes, 2018, Communications in Contemporary Mathematics.

Sums of Cantor sets whose sum of dimensions is close to 1

C. Moreira, Eduardo M Muñoz Morales, 2003 .

O ct 2 00 0 STATISTICAL PROPERTIES OF UNIMODAL MAPS

C. Moreira, 2000 .

Axiom A versus Newhouse phenomena for Benedicks-Carleson toy models

C. Moreira, E. Pujals, C. Matheus, 2010, 1004.5453.

Stable intersections of conformal Cantor sets

Carlos Gustavo Moreira, Hugo Ara'ujo, C. Moreira, 2019, Ergodic Theory and Dynamical Systems.

Sets of exact approximation order by rational numbers III

C. Moreira, Y. Bugeaud, 2011 .

Families of automorphisms of $\mathbb{C}^2$ exhibting a generic homoclinic tangency

C. Moreira, H. Ara'ujo, 2019, 1912.09548.

Geometric properties of images of cartesian products of regular Cantor sets by differentiable real maps

C. Moreira, 2016, Mathematische Zeitschrift.

Bifurcation of the essential dynamics of Lorenz maps and applications to Lorenz-like flows: Contributions to the study of the expanding case

C. Moreira, R. Labarca, 2001 .

MEASURES OF PSEUDORANDOMNESS FOR FINITE SEQUENCES: MINIMUM AND TYPICAL VALUES

V. Rödl, Y. Kohayakawa, C. Moreira, 2003 .

A generalization of Marstrand's theorem and a geometric application

Sergio Augusto Romana Ibarra, C. Moreira, J. L'opez, 2016, 1611.09965.

Nested Cantor sets

C. Moreira, P. Berger, 2016, Mathematische Zeitschrift.

Nested Cantor sets

C. Moreira, P. Berger, 2013, 1303.0971.

uniform distribution theory SETS OF EXACT APPROXIMATION ORDER BY RATIONAL NUMBERS II

C. Moreira, Y. Bugeaud, 2008 .

On the graph of the dimension function of the Lagrange and Markov spectra

C. Moreira, C. Matheus, P. Vytnova, 2022, 2212.11371.

Phase Transitions on the Markov and Lagrange Dynamical Spectra

C. Moreira, Davi Lima, 2018, 1801.04636.

New gaps on the Lagrange and Markov spectra

C. Moreira, C. Matheus, Luke Jeffreys, 2022, Journal de théorie des nombres de Bordeaux.