I – The Galois Legacy
Ubiratan D’AMBROSIO
II – Galois et la Symetrie
Bruno POIZAT
III – The Mysterious Strength of the Galois Theory
Jean-Jacques SZCZECINIARZ
IV – Galois Extensions of Groups and Modules
in the Context of Universal Algebra
José Carlos CIFUENTES
V – Galois Theory and Schemes
Covering Spaces in Algebraic Geometry
André CONTIERO
VI – A Structuralist Perspective on Galois-Type Correspondences (and why they are interesting)
Jairo José da SILVA
VII – Galois Cubic Extensions and Applications
Trajano NETO and Tatiana RODRIGUES
VIII – From the Fundamental Theorem of
Symmetric Polynomials to Galois Theory
Paulo A. MARTIN
IX – Generalized Galois Theory
Newton C.A. da COSTA
X – Expansions of Galois Theory in Algebra:
infinity Galois theory and applications
Hugo Luiz MARIANO
XI – Évariste Galois Bicentennary Meeting
Fábio Maia BERTATO
