Search Results - "Stover, Matthew"

Volumes of Picard modular surfaces by STOVER, MATTHEW

“…We show that the conjectural cusped complex hyperbolic 2-orbifolds of minimal volume are the two smallest arithmetic complex hyperbolic 2-orbifolds. We then…”
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Algebraic fundamental groups of fake projective planes by Stover, Matthew

“…Fundamental groups of fake projective planes fall into fifty distinct isomorphism classes, one for each complex conjugate pair. We prove that this is not the…”
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Mechanically assisted crevice corrosion of the head-neck taper in a large head metal-on-metal total hip arthroplasty by Moskal, Joseph, MD, Stover, Matthew, DO

“…Abstract Taper corrosion of the head-neck junction is a potentially significant and devastating problem facing orthopedic surgeons. We present a case of a 53…”
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Star Wars on Trial: Science Fiction and Fantasy Writers Debate the Most Popular Science Fiction Films of All Time by Brin, David, Stover, Matthew Woodring

“…Debates on the authenticity of the Star Wars franchise and the hero-or-villain status of George Lucas are at the heart of these essays by bestselling…”
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On general type surfaces with $$q=1$$ and $$c_2 = 3 p_g by Stover, Matthew

“…Let S be a minimal surface of general type with irregularity q(S)=1. Well-known inequalities between characteristic numbers imply that…”
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On general type surfaces with q=1 and c2=3pg by Stover, Matthew

“…Let S be a minimal surface of general type with irregularity q ( S ) = 1 . Well-known inequalities between characteristic numbers imply that 3 p g ( S ) ≤ c 2…”
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Residually Finite Lattices in PU(2,1)˜ and Fundamental Groups of Smooth Projective Surfaces by Stover, Matthew, Toledo, Domingo

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Hurwitz ball quotients by Stover, Matthew

“…We consider the analogue of Hurwitz curves, smooth projective curves C of genus g ≥ 2 that realize equality in the Hurwitz bound | Aut ( C ) | ≤ 84 ( g - 1 ) ,…”
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Arithmeticity, superrigidity and totally geodesic submanifolds of complex hyperbolic manifolds by Bader, Uri, Fisher, David, Miller, Nicholas, Stover, Matthew

“…For n ≥ 2 , we prove that a finite volume complex hyperbolic n -manifold containing infinitely many maximal properly immersed totally geodesic submanifolds of…”
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Arithmeticity of complex hyperbolic triangle groups by Stover, Matthew

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Parametrizing Shimura subvarieties of $${\mathrm{A}_1}$$ Shimura varieties and related geometric problems by Linowitz, Benjamin, Stover, Matthew

“…This paper gives a complete parametrization of the commensurability classes of totally geodesic subspaces of irreducible arithmetic quotients of X a , b = ( H…”
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Negative curves of small genus on surfaces by Chinburg, Ted, Stover, Matthew

“…Let X be a smooth geometrically irreducible projective surface over a field. In this paper we give an effective upper bound in terms of the Néron–Severi rank…”
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Azumaya Algebras and Canonical Components by Chinburg, Ted, Reid, Alan W, Stover, Matthew

“…Abstract Let $M$ be a compact 3-manifold and $\Gamma =\pi _1(M)$. Work by Thurston and Culler–Shalen established the…”
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New nonlinear hyperbolic groups by Canary, Richard D., Stover, Matthew, Tsouvalas, Konstantinos

“…We construct nonlinear hyperbolic groups which are large, torsion‐free, one‐ended, and admit a finite K(π,1). Our examples are built from superrigid cocompact…”
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Commensurability classes of fake quadrics by Linowitz, Benjamin, Stover, Matthew, Voight, John

“…A fake quadric is a smooth projective surface that has the same rational cohomology as a smooth quadric surface but is not biholomorphic to one. We provide an…”
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COVOLUMES OF NONUNIFORM LATTICES IN PU(n, 1) by Emery, Vincent, Stover, Matthew

“…This paper studies the covolumes of nonuniform arithmetic lattices in PU(n, 1). We determine the smallest covolume nonuniform arithmetic lattices for each n,…”
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Cusps of Picard modular surfaces by Stover, Matthew

“…We determine the number of cusps of minimal Picard modular surfaces. The proof also counts cusps of other Picard modular surfaces of arithmetic interest…”
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Parametrizing Shimura subvarieties of A1 Shimura varieties and related geometric problems by Linowitz, Benjamin, Stover, Matthew

“…This paper gives a complete parametrization of the commensurability classes of totally geodesic subspaces of irreducible arithmetic quotients of X a , b = ( H…”
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Correction to: Commensurability classes of fake quadrics by Linowitz, Benjamin, Stover, Matthew, Voight, John

“…In the original publication of the article, the author comment was misunderstood and the section…”
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Residual finiteness and discrete subgroups of Lie groups by Stover, Matthew

“…Let $G$ be a real Lie group and $\Gamma < G$ be a discrete subgroup of $G$. Is $\Gamma$ residually finite? This paper describes known positive and negative…”
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