Add to ORKGIn this note we study the Seifert rational homology spheres with two complementary legs, i.e. with a pair of invariants whose fractions add up to one. We give a complete classification of the Seifert manifolds with 3 exceptional fibers and two complementary legs which bound rational homology balls. The result translates in a statement on the sliceness of some Montesinos knots
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
We introduce a 4-dimensional analogue of the rational Seifert genus of a knot $K\subset Y$, which we...
In this note we study the Seifert rational homology spheres with two complementary legs, i.e. with a...
In this note we study the Seifert rational homology spheres with two complementary legs, i.e. with a...
In this short note we study some particular graphs associated to small Seifert spaces and Montesinos...
International audienceIn this short note we study some particular graphs associated to small Seifert...
In this short note we study some particular graphs associated to small Seifert spaces and Montesinos...
We present two large families of new examples of plumbed 3-manifolds that bound rational homology 4-...
textThe results presented in this thesis pertain to two distinct areas of low-dimensional topology. ...
When does the double cover of the three-sphere branched along an alternating link bound a rational h...
textThe results presented in this thesis pertain to two distinct areas of low-dimensional topology. ...
AbstractUsing the Heegaard Floer homology of Ozsváth and Szabó we investigate obstructions to a rati...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
We introduce a 4-dimensional analogue of the rational Seifert genus of a knot $K\subset Y$, which we...
In this note we study the Seifert rational homology spheres with two complementary legs, i.e. with a...
In this note we study the Seifert rational homology spheres with two complementary legs, i.e. with a...
In this short note we study some particular graphs associated to small Seifert spaces and Montesinos...
International audienceIn this short note we study some particular graphs associated to small Seifert...
In this short note we study some particular graphs associated to small Seifert spaces and Montesinos...
We present two large families of new examples of plumbed 3-manifolds that bound rational homology 4-...
textThe results presented in this thesis pertain to two distinct areas of low-dimensional topology. ...
When does the double cover of the three-sphere branched along an alternating link bound a rational h...
textThe results presented in this thesis pertain to two distinct areas of low-dimensional topology. ...
AbstractUsing the Heegaard Floer homology of Ozsváth and Szabó we investigate obstructions to a rati...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
Rationally null-homologous links in Seifert fibered spaces may be represented combinatorially via la...
We introduce a 4-dimensional analogue of the rational Seifert genus of a knot $K\subset Y$, which we...