Let V be the compact Riemann surface defined by the equation: Vn=f(x), where n is a positive integer and f is a rational function of x. For such V, there is a conjecture: CONJECTRE: The moduli of such V can be determined by the branch locus of the map (υV)∈V→x∈P. ..
The general problem this thesis is concerned with is that of studying the subvarieties of the moduli...
The general problem this thesis is concerned with is that of studying the subvarieties of the moduli...
We produce a family of algebraic curves (closed Riemann surfaces) S admitting two cyclic groups H1 ...
Let g be an integer ≥ 3 and let θg = {X ∈ Mg|Aut(X) ≠ 1d}, where Mg denotes the moduli space of a co...
Compact Riemann surfaces of genus greater than 1 can be realized as quotient spaces of the hyperboli...
Compact Riemann surfaces of genus greater than 1 can be realized as quotient spaces of the hyperboli...
Let be an integer and let , where denotes the moduli space of compact Riemann surfaces of genus ....
The spaces of conformally equivalent Riemann surfaces, Mg where g ≥ 1, are not manifolds. However th...
Consider the moduli space M g of Riemann surfaces of genusg≥2 and its Deligne-Munford compactificati...
Consider the moduli space M g of Riemann surfaces of genusg≥2 and its Deligne-Munford compactificati...
AbstractLet X be a compact Riemann surface of genus g>1 and let G be a group of biholomorphic mappin...
Let $g$ be an integer $\geq3$ and let $B_{g}=\{X\in\mathcal{M}_{g}: \mathrm{Aut}(X)\neq Id\}$ be the...
A compact Riemann surface X of genus g is called an (M−1)-surface if it admits an anticonformal invo...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX178423 / BLDSC - British Library D...
The Riemann moduli space Mng of surfaces of genus g with n marked points has become a central object...
The general problem this thesis is concerned with is that of studying the subvarieties of the moduli...
The general problem this thesis is concerned with is that of studying the subvarieties of the moduli...
We produce a family of algebraic curves (closed Riemann surfaces) S admitting two cyclic groups H1 ...
Let g be an integer ≥ 3 and let θg = {X ∈ Mg|Aut(X) ≠ 1d}, where Mg denotes the moduli space of a co...
Compact Riemann surfaces of genus greater than 1 can be realized as quotient spaces of the hyperboli...
Compact Riemann surfaces of genus greater than 1 can be realized as quotient spaces of the hyperboli...
Let be an integer and let , where denotes the moduli space of compact Riemann surfaces of genus ....
The spaces of conformally equivalent Riemann surfaces, Mg where g ≥ 1, are not manifolds. However th...
Consider the moduli space M g of Riemann surfaces of genusg≥2 and its Deligne-Munford compactificati...
Consider the moduli space M g of Riemann surfaces of genusg≥2 and its Deligne-Munford compactificati...
AbstractLet X be a compact Riemann surface of genus g>1 and let G be a group of biholomorphic mappin...
Let $g$ be an integer $\geq3$ and let $B_{g}=\{X\in\mathcal{M}_{g}: \mathrm{Aut}(X)\neq Id\}$ be the...
A compact Riemann surface X of genus g is called an (M−1)-surface if it admits an anticonformal invo...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX178423 / BLDSC - British Library D...
The Riemann moduli space Mng of surfaces of genus g with n marked points has become a central object...
The general problem this thesis is concerned with is that of studying the subvarieties of the moduli...
The general problem this thesis is concerned with is that of studying the subvarieties of the moduli...
We produce a family of algebraic curves (closed Riemann surfaces) S admitting two cyclic groups H1 ...