Add to ORKGLet X be a compact Riemann surface of genus g and consider second order linear differential operators on X. Assuming the singularities on X to be all regular, one deduce a relation between the exponents of two operators with the same projective monodromy representation and the same singularities
We discuss aspects of the L"2-Stokes theorem on certain manifolds with singularities. We show t...
During the last few years much work has been devoted to trying to reconcile the operator formalism i...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
Let X be a compact Riemann surface of genus g and consider second order linear differential operator...
SIGLEAvailable from British Library Document Supply Centre- DSC:D170129 / BLDSC - British Library Do...
We explicitly construct bases for meromorphic λ-differentials over genus g Riemann surfaces. With th...
We explicitly construct bases for meromorphic λ-differentials over genus g Riemann surfaces. With th...
Defining orbifold projective structures on a multi-pointed compact Riemann surface, we give a necess...
AbstractSome natural differential operators on a complex manifold equipped with a flat projective st...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
AbstractIn earlier work we developed an algebraic geometric approach to the notion of a projective s...
In this thesis we first develop a recursive relation for $n$-point functions for Vertex Operator Sup...
Abstract. The general theory of Riemann surfaces asserts that a closed Riemann surface S of genus g ...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
AbstractIt is first established that there exist linear manifolds of branched affine structures havi...
We discuss aspects of the L"2-Stokes theorem on certain manifolds with singularities. We show t...
During the last few years much work has been devoted to trying to reconcile the operator formalism i...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
Let X be a compact Riemann surface of genus g and consider second order linear differential operator...
SIGLEAvailable from British Library Document Supply Centre- DSC:D170129 / BLDSC - British Library Do...
We explicitly construct bases for meromorphic λ-differentials over genus g Riemann surfaces. With th...
We explicitly construct bases for meromorphic λ-differentials over genus g Riemann surfaces. With th...
Defining orbifold projective structures on a multi-pointed compact Riemann surface, we give a necess...
AbstractSome natural differential operators on a complex manifold equipped with a flat projective st...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
AbstractIn earlier work we developed an algebraic geometric approach to the notion of a projective s...
In this thesis we first develop a recursive relation for $n$-point functions for Vertex Operator Sup...
Abstract. The general theory of Riemann surfaces asserts that a closed Riemann surface S of genus g ...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
AbstractIt is first established that there exist linear manifolds of branched affine structures havi...
We discuss aspects of the L"2-Stokes theorem on certain manifolds with singularities. We show t...
During the last few years much work has been devoted to trying to reconcile the operator formalism i...
AbstractA projective normal surface is a Gorenstein log del Pezzo surface if it has only rational do...
