Add to ORKGWe provide a convincing discretisation of Demoulin's $\Omega$-surfaces along with their specialisations to Guichard and isothermic surfaces with no loss of integrable structure.Comment: 40 A4 pages. v2: small changes in response to referee, including change of title. v3: typos fixed; author coordinates update
In this article, we study an analog of the Björling problem for isothermic surfaces (that are a gene...
In a recent paper Ahlgren, Ono and Penniston described the L-series of K3 surfaces from a certain on...
In the publication [1] there is an unfortunate computational error, which however does not affect th...
We give a detailed account of the gauge-theoretic approach to Lie applicable surfaces and the result...
Dupin cyclides are interesting algebraic surfaces used in geometric design and architecture to join ...
In this paper, we study the smooth isometric immersion of a complete simply connected surface with a...
We investigate curved flats in Lie sphere geometry. We show that in this setting curved flats are in...
There are many approaches to the classification of Morse functions and their gradient fields (Morse ...
latex, 25 pages. few misprints corrected.In this article, we compute the topological expansion of al...
We combine Freedman's topology with Eliashberg's holomorphic theory to construct Stein neighborhood ...
We prove that a closed embedded minimal surface in the round three-sphere which satisfies the symmet...
The classical Demoulin transformation is examined in the context of discrete differential geometry. ...
Abstract: We introduce new geometric objects called spectral networks. Spectral net-works are networ...
We construct canonical positive currents and heights on the boundary of the ample cone of a K3 surfa...
Let $S$ be a K3 surface. We study the reduced Donaldson-Thomas theory of the cap $(S \times \mathbb{...
In this article, we study an analog of the Björling problem for isothermic surfaces (that are a gene...
In a recent paper Ahlgren, Ono and Penniston described the L-series of K3 surfaces from a certain on...
In the publication [1] there is an unfortunate computational error, which however does not affect th...
We give a detailed account of the gauge-theoretic approach to Lie applicable surfaces and the result...
Dupin cyclides are interesting algebraic surfaces used in geometric design and architecture to join ...
In this paper, we study the smooth isometric immersion of a complete simply connected surface with a...
We investigate curved flats in Lie sphere geometry. We show that in this setting curved flats are in...
There are many approaches to the classification of Morse functions and their gradient fields (Morse ...
latex, 25 pages. few misprints corrected.In this article, we compute the topological expansion of al...
We combine Freedman's topology with Eliashberg's holomorphic theory to construct Stein neighborhood ...
We prove that a closed embedded minimal surface in the round three-sphere which satisfies the symmet...
The classical Demoulin transformation is examined in the context of discrete differential geometry. ...
Abstract: We introduce new geometric objects called spectral networks. Spectral net-works are networ...
We construct canonical positive currents and heights on the boundary of the ample cone of a K3 surfa...
Let $S$ be a K3 surface. We study the reduced Donaldson-Thomas theory of the cap $(S \times \mathbb{...
In this article, we study an analog of the Björling problem for isothermic surfaces (that are a gene...
In a recent paper Ahlgren, Ono and Penniston described the L-series of K3 surfaces from a certain on...
In the publication [1] there is an unfortunate computational error, which however does not affect th...