Add to ORKGWe consider the integrable system on the moduli space of Higgs bundles restricted to the subvariety corresponding to representations of a surface group into certain noncompact real forms, and in doing so encounter as the fiber moduli spaces of rank 2 bundles on a spectral curve. This contrasts with the general case where the fiber is an abelian variety
We study the existence of Algebraically Completely Integrable Hamiltonian System (ACIHS) structures ...
The purpose of this paper is to extend the Donaldson–Corlette theorem to the case of vector bundles ...
Higgs bundles and non-abelian Hodge theory provide holomorphic meth-ods with which to study the modu...
This article considers the Dirac operator on a Riemann surface coupled to a symplectic holomorphic v...
Let Σ be a compact Riemann surface of genus g ⥠2. This thesis is dedicated to the study of certai...
Let Σ be a compact Riemann surface of genus g ≥ 2. This thesis is dedicated to the study of certain ...
Abstract. Through the action of anti-holomorphic involutions on a compact Riemann surface Σ, we cons...
Through the action of anti-holomorphic involutions on a compact Riemann surface Σ we construct famil...
In this article we introduce a definition for the moduli space of equivariant minimal immersions of ...
If S is an elliptic curve, the total space X of the cotangent bundle of S is the moduli space of ran...
We study topologically trivial G-Higgs bundles over an elliptic curve X when the structure group G i...
Higgs bundles over a closed orientable surface can be defined for any real reductive Lie group . In ...
An effective family of spectral curves appearing in Hitchin fibrations is determined. Using...
The notions of Hitchin systems and Higgs bundles (also called Higgs pairs) were introduced by N. Hit...
An effective family of spectral curves appearing in Hitchin fibrations is determined. Using...
We study the existence of Algebraically Completely Integrable Hamiltonian System (ACIHS) structures ...
The purpose of this paper is to extend the Donaldson–Corlette theorem to the case of vector bundles ...
Higgs bundles and non-abelian Hodge theory provide holomorphic meth-ods with which to study the modu...
This article considers the Dirac operator on a Riemann surface coupled to a symplectic holomorphic v...
Let Σ be a compact Riemann surface of genus g ⥠2. This thesis is dedicated to the study of certai...
Let Σ be a compact Riemann surface of genus g ≥ 2. This thesis is dedicated to the study of certain ...
Abstract. Through the action of anti-holomorphic involutions on a compact Riemann surface Σ, we cons...
Through the action of anti-holomorphic involutions on a compact Riemann surface Σ we construct famil...
In this article we introduce a definition for the moduli space of equivariant minimal immersions of ...
If S is an elliptic curve, the total space X of the cotangent bundle of S is the moduli space of ran...
We study topologically trivial G-Higgs bundles over an elliptic curve X when the structure group G i...
Higgs bundles over a closed orientable surface can be defined for any real reductive Lie group . In ...
An effective family of spectral curves appearing in Hitchin fibrations is determined. Using...
The notions of Hitchin systems and Higgs bundles (also called Higgs pairs) were introduced by N. Hit...
An effective family of spectral curves appearing in Hitchin fibrations is determined. Using...
We study the existence of Algebraically Completely Integrable Hamiltonian System (ACIHS) structures ...
The purpose of this paper is to extend the Donaldson–Corlette theorem to the case of vector bundles ...
Higgs bundles and non-abelian Hodge theory provide holomorphic meth-ods with which to study the modu...