Add to ORKGOn geometrically finite branched covering∗ III. A direct proof of CJS’s theorem† Yunping Jiang‡and Gaofei Zhang We studied the rational realization problem for sub-hyperbolic semi-rational branched coverings. By using the shielding ring lemma, we are able to give a direct proof of CJS’s Theorem fol-lowing the lines of the proof of Thurston’s Theorem given in the paper of Douady-Hubbard
It is well known that Brown's Representability Theorem has many applications. The proof of the exist...
We extend the concept of orbifold to that of branchfold, in order to allow cone singularities with r...
We extend the concept of orbifold to that of branchfold, in order to allow cone singularities with r...
AbstractIn 1980's, Thurston established a combinatorial characterization for post-critically finite ...
AbstractIn 1980's, Thurston established a combinatorial characterization for post-critically finite ...
We apply Thurston's characterization of postcritically finite rational maps as branched coverings of...
I will discuss a recent result obtained jointly with M. Braverman and S. Bonnot on the algorithmic d...
A canonical branched covering over each su‰ciently good simplicial complex is constructed. Its struc...
AbstractA well-known theorem of Alexander [1] says that every orientable surface is a branched cover...
For the existence of a branched covering Sigma~ --> Sigma between closed surfaces there are easy nec...
For the existence of a branched covering Sigma~ --> Sigma between closed surfaces there are easy nec...
AbstractA well-known theorem of Alexander [1] says that every orientable surface is a branched cover...
AbstractFrom some new Hurwitz like classification and existence theorems for branched coverings of s...
The branched coverings of the Riemannian surfaces with edge and also the convergence of the Riemanni...
From some new Hurwitz like classification and existence theorems for branched coverings of surfaces,...
It is well known that Brown's Representability Theorem has many applications. The proof of the exist...
We extend the concept of orbifold to that of branchfold, in order to allow cone singularities with r...
We extend the concept of orbifold to that of branchfold, in order to allow cone singularities with r...
AbstractIn 1980's, Thurston established a combinatorial characterization for post-critically finite ...
AbstractIn 1980's, Thurston established a combinatorial characterization for post-critically finite ...
We apply Thurston's characterization of postcritically finite rational maps as branched coverings of...
I will discuss a recent result obtained jointly with M. Braverman and S. Bonnot on the algorithmic d...
A canonical branched covering over each su‰ciently good simplicial complex is constructed. Its struc...
AbstractA well-known theorem of Alexander [1] says that every orientable surface is a branched cover...
For the existence of a branched covering Sigma~ --> Sigma between closed surfaces there are easy nec...
For the existence of a branched covering Sigma~ --> Sigma between closed surfaces there are easy nec...
AbstractA well-known theorem of Alexander [1] says that every orientable surface is a branched cover...
AbstractFrom some new Hurwitz like classification and existence theorems for branched coverings of s...
The branched coverings of the Riemannian surfaces with edge and also the convergence of the Riemanni...
From some new Hurwitz like classification and existence theorems for branched coverings of surfaces,...
It is well known that Brown's Representability Theorem has many applications. The proof of the exist...
We extend the concept of orbifold to that of branchfold, in order to allow cone singularities with r...
We extend the concept of orbifold to that of branchfold, in order to allow cone singularities with r...