Surfaces Around Closed Principal Curvature Lines, an Inverse Problem

Surfaces associated with sigma models and the sine-Gordon equation

Surfaces associated with theta function solutions of the periodic 2D-Toda lattice

Surfaces contracting with speed |A|^2

Surfaces expanding by the inverse Gauss curvature flow

Surfaces from Circles

Surfaces immersed in su(N+1) Lie algebras obtained from the CP^N sigma models

Surfaces in $mathbb{R}^4$ with constant principal angles with respect to a plane

Surfaces in $\E^3$ making constant angle with Killing vector fields

Surfaces in $\mathbb{S}^4$ with normal harmonic Gauss maps

Surfaces in ${\mathbb R}^{N^2-1}$ based on harmonic maps $S^2\to CP^{N-1}$

Surfaces in 3-space possessing nontrivial deformations which preserve the shape operator

Surfaces in 4-Manifolds

Surfaces in Lie sphere geometry and the stationary Davey-Stewartson hierarchy

Surfaces in S^3 and H^3 via Spinors

Surfaces in the four-space and the Davey--Stewartson equations

Surfaces in three-dimensional Lie groups

Surfaces in three-dimensional Lie groups in terms of spinors

Surfaces in three-dimensional space forms with divergence-free stress-bienergy tensor

Surfaces isotropes de $\mathbb{O}$ et systèmes intégrables