DOIAbstract
We study branched covers of S2, i.e. meromorphic functions on Riemann surfaces, u
We study branched covers of S2, i.e. meromorphic functions on Riemann surfaces, u
We will define and study some generalisations of pure g-braid groups that occur in the theory of con...
SIGLEAvailable from British Library Document Supply Centre- DSC:D81584 / BLDSC - British Library Doc...
In this paper, the author studies the unitary representations of the braid group and the geometric s...
The branched coverings of the Riemannian surfaces with edge and also the convergence of the Riemanni...
AbstractA well-known theorem of Alexander [1] says that every orientable surface is a branched cover...
A canonical branched covering over each su‰ciently good simplicial complex is constructed. Its struc...
AbstractIn this paper the authors study generic covers of C2 branched over {xn+ym}=0 s.t. the total ...
1We show that any homologically non-trivial Dehn twist of a compact surface $F$ with boundary is the...
The paper is concerned with the realizability problem of branched coverings of S-2, namely, given a ...
In this paper we study generic coverings of C^2 branched over a curve Such that the total space is a...
This project explored the solution to the word problem of braids over the 2-sphere as presented in [...
Branched covering Riemann surfaces (ℂ,f) are studied, where f is the Euler Gamma function and the Ri...
We will examine two and three fold branched coverings of a few classical knots and knotted surfaces,...
AbstractFrom some new Hurwitz like classification and existence theorems for branched coverings of s...
Branched covering Riemann surfaces (C, f) are studied, where f is the Euler Gamma function and the R...
We will define and study some generalisations of pure g-braid groups that occur in the theory of con...
SIGLEAvailable from British Library Document Supply Centre- DSC:D81584 / BLDSC - British Library Doc...
In this paper, the author studies the unitary representations of the braid group and the geometric s...
The branched coverings of the Riemannian surfaces with edge and also the convergence of the Riemanni...
AbstractA well-known theorem of Alexander [1] says that every orientable surface is a branched cover...
A canonical branched covering over each su‰ciently good simplicial complex is constructed. Its struc...
AbstractIn this paper the authors study generic covers of C2 branched over {xn+ym}=0 s.t. the total ...
1We show that any homologically non-trivial Dehn twist of a compact surface $F$ with boundary is the...
The paper is concerned with the realizability problem of branched coverings of S-2, namely, given a ...
In this paper we study generic coverings of C^2 branched over a curve Such that the total space is a...
This project explored the solution to the word problem of braids over the 2-sphere as presented in [...
Branched covering Riemann surfaces (ℂ,f) are studied, where f is the Euler Gamma function and the Ri...
We will examine two and three fold branched coverings of a few classical knots and knotted surfaces,...
AbstractFrom some new Hurwitz like classification and existence theorems for branched coverings of s...
Branched covering Riemann surfaces (C, f) are studied, where f is the Euler Gamma function and the R...
We will define and study some generalisations of pure g-braid groups that occur in the theory of con...
SIGLEAvailable from British Library Document Supply Centre- DSC:D81584 / BLDSC - British Library Doc...
In this paper, the author studies the unitary representations of the braid group and the geometric s...
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