Publications

Found 13 results
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Filters: First Letter Of Last Name is B and Author is Steven B. Bradlow  [Clear All Filters]
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[2005-25] Bradlow SB, García-Prada O, Gothen PB. Homotopy groups of moduli spaces of representations .Edit
[2005-45] Bradlow SB, García-Prada O, Gothen PB. Maximal surface group representations in isometry groups of classical hermitian symmetric spaces .Edit
[2013-3] Bradlow SB, García-Prada O, Gothen PB. Higgs bundles for the non-compact dual of the special orthogonal group .Edit
Bradlow SB, García-Prada O, Gothen PB. Deformations of maximal representations in $\rm Sp(4,\Bbb R)$. Q. J. Math.. 2012;63:795-843.Edit
Bradlow SB, García-Prada O, Gothen PB. Homotopy groups of moduli spaces of representations. Topology. 2008;47:203-224.Edit
Bradlow SB, García-Prada O, Gothen PB. What is$\dots$ a Higgs bundle? Notices Amer. Math. Soc.. 2007;54:980-981.Edit
Bradlow SB, García-Prada O, Gothen PB. Maximal surface group representations in isometry groups of classical Hermitian symmetric spaces. Geom. Dedicata. 2006;122:185-213.Edit
Bradlow SB, García-Prada O, Gothen PB. Representations of surface groups in the general linear group. In: Proceedings of the {XII} {F}all {W}orkshop on {G}eometry and {P}hysics. Vol 7. R. Soc. Mat. Esp., Madrid; 2004. 8. p. 83-94p. Edit
Bradlow SB, García-Prada O, Gothen PB. Moduli spaces of holomorphic triples over compact Riemann surfaces. Math. Ann.. 2004;328:299-351.Edit
Bradlow SB, García-Prada O, Gothen PB. Surface group representations and $\rm U(p,q)$-Higgs bundles. J. Differential Geom.. 2003;64:111-170.Edit
Bradlow SB, García-Prada O, Gothen PB. Representations of the fundamental group of a surface in $\rm PU(p,q)$ and holomorphic triples. C. R. Acad. Sci. Paris Sér. I Math.. 2001;333:347-352.Edit
Bradlow SB, García-Prada O, Gothen PB. Higgs bundles for the non-compact dual of the special orthogonal group. Geom. Dedicata. 2015;175:1-48.Edit
[2017-3] Bradlow SB, García-Prada O, Gothen PB, Heinloth J.. Irreducibility of moduli of semistable chains and applications to U(p,q)-Higgs bundles .Edit
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