Add to ORKG14 pagesInternational audienceThis article is an expanded version of the talk given by Ch. O. at the Second Latin Congress on "Symmetries in Geometry and Physics" in Curitiba, Brazil in December 2010. In this version we explain the topological and gauge-theoretical aspects of our paper "Abelian Yang-Mills theory on Real tori and Theta divisors of Klein surfaces", Comm. Math. Phys. Vol. 323, 813-858 (2013
textA formal limit of the Hermitian Yang-Mills Equations on a SU(2) bundle over a product of two Ri...
The appropriate language for describing the pure Yang-Mills theories is introduced. An elementary bu...
In this note we specialize and illustrate the ideas developed in the paper [Index theory, eta forms,...
14 pagesInternational audienceThis article is an expanded version of the talk given by Ch. O. at the...
45 pagesInternational audienceThe purpose of this paper is to compute determinant index bundles of c...
7 pagesInternational audienceThis is a slightly expanded version of the talk given by Ch.O. at the c...
Abstract. This is a slightly expanded version of the talk given by Ch.O. at the conference “Instanto...
. We study the determinant line bundle over moduli space of stable bundles on abelian surfaces. We e...
In these lecture notes we explain a connection between Yang-Mills theory on arbitrary Riemann surfac...
theory, with the Chern-Simons action and he obtained the Jones polynomials of knot in S3 and their e...
Let $C$ be smooth irreducible projective curve of genus $g \ge 4$. Let $\mathcal{M}_C(r, \delta)$ be...
44 pages. Comments welcomeInternational audienceThe aim of this paper is to study the birational geo...
Let π : A → S be an abelian scheme over a scheme S which is quasi-projective over an affine noetheri...
Melissa Liu and Florent Schaffhauser Moduli spaces of semi-stable real and quaternionic vector bundl...
Proceedings of the Conference in honor of J. M. Bismut, Progress in Mathematics, BirkhäuserInternati...
textA formal limit of the Hermitian Yang-Mills Equations on a SU(2) bundle over a product of two Ri...
The appropriate language for describing the pure Yang-Mills theories is introduced. An elementary bu...
In this note we specialize and illustrate the ideas developed in the paper [Index theory, eta forms,...
14 pagesInternational audienceThis article is an expanded version of the talk given by Ch. O. at the...
45 pagesInternational audienceThe purpose of this paper is to compute determinant index bundles of c...
7 pagesInternational audienceThis is a slightly expanded version of the talk given by Ch.O. at the c...
Abstract. This is a slightly expanded version of the talk given by Ch.O. at the conference “Instanto...
. We study the determinant line bundle over moduli space of stable bundles on abelian surfaces. We e...
In these lecture notes we explain a connection between Yang-Mills theory on arbitrary Riemann surfac...
theory, with the Chern-Simons action and he obtained the Jones polynomials of knot in S3 and their e...
Let $C$ be smooth irreducible projective curve of genus $g \ge 4$. Let $\mathcal{M}_C(r, \delta)$ be...
44 pages. Comments welcomeInternational audienceThe aim of this paper is to study the birational geo...
Let π : A → S be an abelian scheme over a scheme S which is quasi-projective over an affine noetheri...
Melissa Liu and Florent Schaffhauser Moduli spaces of semi-stable real and quaternionic vector bundl...
Proceedings of the Conference in honor of J. M. Bismut, Progress in Mathematics, BirkhäuserInternati...
textA formal limit of the Hermitian Yang-Mills Equations on a SU(2) bundle over a product of two Ri...
The appropriate language for describing the pure Yang-Mills theories is introduced. An elementary bu...
In this note we specialize and illustrate the ideas developed in the paper [Index theory, eta forms,...