Kinky straight bundles
I’m about to get a versatile sewin in a couple of weeks and I want to know what’s a good place to buy raw kinky straight bundles? I want to achieve the look that’s in this video and I also want ...
Universal Chern classes on the moduli of bundles
The goal of this paper is to construct universal cohomology classes on the moduli space of stable bundles over a curve when it is not a fine moduli space, i.e. when the rank and degree are not coprime. More precisely, we show that certain Chern class...
Bundle map - Wikipedia
mathematics, a bundle map (or bundle morphism) is a function that relates two fiber bundles in a way that respects their internal structure. Fiber bundles are mathematical
2-vector bundles
We develop a ready-to-use comprehensive theory for (super) 2-vector bundles over smooth manifolds. It is based on the bicategory of (super) algebras, bimodules, and intertwiners as a model for 2-vector spaces. We discuss symmetric monoidal structures...
High Quality Hair Bundles (need them quickly!)
*pic of me for attention* Hey y’all, I’m looking for recommendations on high quality hair bundles. I don’t mind paying a little extra for good quality, but I need them to hold up well (thick/...
19 Best Streaming Bundles and Packages, Updated for March 2026
5 days ago · The best streaming bundles and package deals for services like Netflix, Hulu, ESPN+ and Disney+ are here, and updated for this month's offers.
Best Streaming Deals and Bundles in March 2026 - Business Insider
5 days ago · Below, we've highlighted all of the best streaming deals and bundles, from Disney to Amazon and everything in between.
siddharthkp/bundlesize
Keep your bundle size in check (⭐ 4485)
The concept of Cheeger deformations on fiber bundles with compact structure group
The purpose of this paper is two-fold: we systematically introduce the notion of Cheeger deformations on fiber bundles with compact structure groups, and recover in a very simple and unified fashion several results that either already appear in the l...
Digital Cameras, Camera Bundles, Shop Digital Camera Kits B&H Photo
Shop digital camera products and camera bundles at B&H. We carry a vast selection of Digital Cameras, Mirrorless Cameras, and Digital Camera Kits. Go to B&H for the best prices on digital cameras.
Waves Audio Plugin Bundles
From reverb, compression and EQ to modeled analog hardware, post production tools and beyond, Waves Bundles feature the best of Waves GRAMMY® award-winning plugins.
Hermitian Yang--Mills connections on general vector bundles: geometry and physical Yukawa…
We compute solutions to the Hermitian Yang-Mills equations on holomorphic vector bundles $V$ via an alternating optimisation procedure founded on geometric machine learning. The proposed method is fully general with respect to the rank and structure...
Digital Cameras, Camera Bundles, Shop Digital Camera Kits B&H Photo
Shop digital camera products and camera bundles at B&H. We carry a vast selection of Digital Cameras, Mirrorless Cameras, and Digital Camera Kits. Go to B&H for the best prices on digital cameras.
Variations of Hodge Structures of Rank Three k-Higgs Bundles and Moduli Spaces of Holomorp…
There is an isomorphism between the moduli spaces of $σ$-stable holomorphic triples and some of the critical submanifolds of the moduli space of $k$-Higgs bundles of rank three, whose elements $(E,\varphi^k)$ correspond to variations of Hodge struct...
Cyclicity of Cowen-Douglas tuples
The study of Cowen-Douglas operators involves not only operator-theoretic tools but also complex geometry on holomorphic vector bundles. By leveraging the properties of holomorphic vector bundles, this paper investigates the cyclicity of Cowen-Dougla...
A Note on Parabolic Bundles on Nodal Curves
Mehta and Seshadri have proved that the set of equivalence classes of irreducible unitary representations of the fundamental group of a punctured compact Riemann surface, can be identified with equivalence classes of stable parabolic bundles of parab...
Hecke modifications of Higgs bundles and the extended Bogomolny equation
We establish a Kobayashi-Hitchin correspondence between solutions of the extended Bogomolny equation with a Dirac type singularity and Hecke modifications of Higgs bundles. This correspondence was conjectured by Witten and plays an important role in...
Double plumbings of disk bundles over spheres
We consider double plumbings of two disk bundles over spheres. We calculate the Heegaard-Floer homology with its absolute grading of the boundary of such a plumbing. Given a closed smooth 4-manifold $X$ and a suitable pair of classes in $H_{2}(X)$, w...
Root stacks, principal bundles and connections
We investigate principal bundles over a root stack. In case of dimension one, we generalize the criterion of Weil and Atiyah for a principal bundle to have an algebraic connection....
Orthogonal and Symplectic Parabolic Bundles
We investigate orthogonal and symplectic bundles with parabolic structure, over a curve....