Fundamentals of diophantine geometry / by Lang, Serge, 1927-

Fundamental groups and Diophantine geometry by Kim, M

Galois theory and Diophantine geometry by Kim, M

Fundamental groups and Diophantine geometry by Kim, M

Diophantine geometry as Galois theory in the mathematics of Serge Lang by Kim, M

“…A remark about the role of Galois theory in Diophantine geometry as reflected in the work of Serge Lang. …”

Diophantine geometry and non-abelian reciprocity laws I by Kim, M

The motivic fundamental group of the projective line minus three points and the theorem of Siegel by Kim, M

“…In this paper, we establish a link between the structure theory of the pro-unipotent motivic fundamental group of the projective line minus three points and Diophantine geometry. In particular, we give a p-adic proof of Siegel's theorem.…”

Galois actions on non-abelian finite groups and applications by Lim, J

“…We also find its applications to some questions in the realm of Diophantine geometry.</p>…”