Add to ORKGAbstract. We show that the novel figure eight singularity in a pseudoholomorphic quilt can be continuously removed when composition of Lagrangian correspondences is cleanly immersed. The proof of this result requires a collection of width-independent elliptic estimates that allow for nonstandard complex structures on the domain
AbstractWe explore the interplay between graph theory and the topology of isolated singularities of ...
Abstract. We prove two theorems on the removal of singularities on the boundary of a pseudo-holomorp...
In this short note, we collect the basic facts of Riemannian geometry necessary for gluing pseu-doho...
We apply the quilted Floer theory of Wehrheim and Woodward to families of quilted surfaces parametri...
We give a proof of the theorem of removing isolated singularities of pseudo-holomorphic curves with ...
Area minimizing surfaces and energy minimizing maps from surfaces into piecewise Euclidean pseudo 3-...
When a Riemann surface is defined by identifying boundary arcs of plane re-gions, the process is cal...
We establish a correspondence between two significant deformation theories (by de Jong--van Straten ...
Abstract. The work presented in this paper is motivated in large measure by the appearance of Hencky...
AbstractViro's construction of real smooth hypersurfaces uses regular (also called convex or coheren...
We study the relationship between exotic R⁴'s and Stein surfaces as it applies to smoothing theory o...
We investigate the face numbers of simplicial complexes with Buchsbaum vertex links, especially pseu...
Abstract F-theory/heterotic duality is formulated in the stable degeneration limit of a K3 fibration...
Edge-coloured graphs can be seen as schemes of pseudosimplicial complexes. Standard manipulations of...
ABSTRACT. We propose two local invariants for the inductive proof of the embedded resolution of pure...
AbstractWe explore the interplay between graph theory and the topology of isolated singularities of ...
Abstract. We prove two theorems on the removal of singularities on the boundary of a pseudo-holomorp...
In this short note, we collect the basic facts of Riemannian geometry necessary for gluing pseu-doho...
We apply the quilted Floer theory of Wehrheim and Woodward to families of quilted surfaces parametri...
We give a proof of the theorem of removing isolated singularities of pseudo-holomorphic curves with ...
Area minimizing surfaces and energy minimizing maps from surfaces into piecewise Euclidean pseudo 3-...
When a Riemann surface is defined by identifying boundary arcs of plane re-gions, the process is cal...
We establish a correspondence between two significant deformation theories (by de Jong--van Straten ...
Abstract. The work presented in this paper is motivated in large measure by the appearance of Hencky...
AbstractViro's construction of real smooth hypersurfaces uses regular (also called convex or coheren...
We study the relationship between exotic R⁴'s and Stein surfaces as it applies to smoothing theory o...
We investigate the face numbers of simplicial complexes with Buchsbaum vertex links, especially pseu...
Abstract F-theory/heterotic duality is formulated in the stable degeneration limit of a K3 fibration...
Edge-coloured graphs can be seen as schemes of pseudosimplicial complexes. Standard manipulations of...
ABSTRACT. We propose two local invariants for the inductive proof of the embedded resolution of pure...
AbstractWe explore the interplay between graph theory and the topology of isolated singularities of ...
Abstract. We prove two theorems on the removal of singularities on the boundary of a pseudo-holomorp...
In this short note, we collect the basic facts of Riemannian geometry necessary for gluing pseu-doho...