… In particular, we study the structure of these $ B $-opers, by considering the relationship
of these structures with jet bundles and with geometric structures on a Riemann surface. …

… our study of generalized opers. We then introduce generalized B-opers and show that they
… We also find that generalized B-opers give rise to stable Higgs bundles in a way similar to …

… generalized B-opers, generalized \(\mathrm {SO}(2n,{\mathbb {C}})\)-opers and (G, P)-opers.
In particular, we show that to each generalized B-… do not arise as generalized B-opers or \(\…

… higher rank analog was studied, named generalized B-opers, where the successive quotients
of … groups, we dedicate this paper to study generalized B-opers whose structure group is \(\…

… rank analog was studied, named generalized B-opers, where the successive quotients of …
groups, we dedicate this paper to study generalized B-opers whose structure group is SO(2n…

… In [BSY] a higher rank analog was studied, named generalized Bopers, where the … groups,
we dedicate this paper to study generalized B-opers whose structure group is SO(2n, C), and …

Branched projective structures were introduced by Mandelbaum [ 22 , 23 ], and opers were
introduced by Beilinson and Drinfeld [ 2 , 3 ]. We define the branched analog of ${\textrm SL}(r…

… For G = SL n C , the space of B-opers and the Hitchin section are each a closed stratum of
natural stratifications introduced by Simpson [38]. Moreover, under a smoothness assumption, …

… Generalized opers. Here we include a short description of the generalized B-opers of [6]. In
some cases they give an explicit vector bundle formulation for the Θ-positive opers, when the …

… If λ1, ··· , λr are the generalized eigenvalues of Res(DV , xi) with multiplicity, where r = rank(V
), then the generalized eigenvalues of the local monodromy of D around xi are …