D. McReynolds

发表

Length equivalent hyperbolic manifolds

C. Leininger, A. Reid, D. McReynolds, 2006 .

Controlling manifold covers of orbifolds

D. McReynolds, 2009, 0901.4239.

Arithmetic cusp shapes are dense

D. McReynolds, 2006, math/0606508.

Peripheral separability and cusps of arithmetic hyperbolic orbifolds.

D. McReynolds, David Ben McReynolds, 2004, math/0409278.

Zariski closures and subgroup separability

L. Louder, Priyam Patel, D. McReynolds, 2015, 1510.04144.

Separable subgroups of mapping class groups

C. Leininger, D. McReynolds, 2005, math/0505225.

A prospective, randomized, double blind study of preventive cefamandole therapy in patients at high risk for undergoing cholecystectomy.

D. McReynolds, C. Crenshaw, E. Glanges, 1981, Surgery, gynecology & obstetrics.

Length and Eigenvalue Equivalence

C. Leininger, A. Reid, W. Neumann, 2006, math/0606343.

J un 2 00 6 Length equivalent hyperbolic manifolds 1 Length equivalent hyperbolic manifolds

C. Leininger, A. Reid, D. McReynolds, 2006 .

Constructing Geometrically Equivalent Hyperbolic Orbifolds

Jeffrey S. Meyer, D. McReynolds, Matthew Stover, 2015, 1507.06708.

Cusps of arithmetic orbifolds

D. McReynolds, 2006, math/0606571.

Collisions at infinity in hyperbolic manifolds

A. Reid, D. McReynolds, Matthew Stover, 2012, Mathematical Proceedings of the Cambridge Philosophical Society.

Collisions at innity in hyperbolic manifolds

A. Reid, D. McReynolds, Matthew Stover, 2013 .

Integral Gassman equivalence of algebraic and hyperbolic manifolds

P. Solapurkar, D. McReynolds, J. Katz, 2018, Mathematische Zeitschrift.

Asymptotic growth and least common multiples in groups

D. McReynolds, K. Bou-Rabee, 2009, 0907.3681.

Coarse models of homogeneous spaces and translations-like actions

Mark Pengitore, D. McReynolds, 2019, 1911.12175.

Isospectral locally symmetric manifolds

D. McReynolds, 2006, math/0606540.

Finite Subgroups of Arithmetic Lattices in U (2, 1)

D. McReynolds, 2006, math/0603743.

RESIDUAL FINITENESS GROWTHS OF CLOSED HYPERBOLIC MANIFOLDS IN NON-COMPACT RIGHT-ANGLED REFLECTION ORBIFOLDS

Jeffrey S. Meyer, Priyam Patel, D. McReynolds, 2017 .

Decision problems, complexity, traces, and representations

L. Louder, D. McReynolds, S. Lawton, 2013, 1312.1261.

Decision problems , complexity , traces , and representations 1 Decision problems , complexity , traces , and representations

L. Louder, D. McReynolds, S. Lawton, 2016 .

M ay 2 00 5 Separable subgroups of mapping class groups

C. Leininger, D. McReynolds, 2008 .

1 1 M ay 2 00 5 Separable subgroups of mapping class groups

C. Leininger, D. McReynolds, 2008 .

Separable subgroups of mapping class groups 1 Separable subgroups of mapping class groups

C. Leininger, D. McReynolds, 2006 .

Extremal behavior of divisibility functions

D. B. McReynolds, Khalid Bou-Rabee, D. McReynolds, 2012, 1211.4727.

On the profinite rigidity of triangle groups

D. B. McReynolds, A. W. Reid, M. R. Bridson, 2020, Bulletin of the London Mathematical Society.

Integral Gassman equivalence of algebraic and hyperbolic manifolds

D. Arapura, P. Solapurkar, D. McReynolds, 2017, Mathematische Zeitschrift.

Cusps of Hilbert modular varieties

D. McReynolds, 2007, Mathematical Proceedings of the Cambridge Philosophical Society.

Arithmetic Veech sublattices of $\SL(2,\Z)$

J. Ellenberg, D. McReynolds, 2009, 0909.1851.

Every curve is a Teichm ¨ uller curve

J. Ellenberg, D. McReynolds, 2009 .

PROBLEMS IN HYPERBOLIC GEOMETRY

D. McReynolds, 2003 .

The natural flow and the critical exponent

C. Connell, D. McReynolds, Shi Wang, 2023, 2302.12665.

A vanishing theorem for the homology of discrete subgroups of Sp(n, 1) and F4–20

Chris Connell, Benson Farb, D. B. McReynolds, 2016, J. Lond. Math. Soc..

Arithmetic cusp shapes are dense 1 Arithmetic cusp shapes are dense

D. McReynolds, 2006 .

All nil 3-manifolds are cusps of complex hyperbolic 2-orbifolds

D. McReynolds, 2003 .

The congruence subgroup problem for pure braid groups: Thurston's proof

D. McReynolds, 2010 .

Areas of totally geodesic surfaces of hyperbolic $3$-orbifolds

Benjamin Linowitz, D. McReynolds, N. Miller, 2017, Pure and Applied Mathematics Quarterly.

Absolute profinite rigidity and hyperbolic geometry

M. Bridson, A. Reid, D. McReynolds, 2018, Annals of Mathematics.

A prospective random study of a single agent versus combination antibiotics as therapy in penetrating injuries of the abdomen.

D. McReynolds, C. Crenshaw, E. Glanges, 1983, Surgery, gynecology & obstetrics.

Every curve is a Teichmüller curve

J. Ellenberg, D. McReynolds, 2009 .

Counting and effective rigidity in algebra and geometry

P. Pollack, Benjamin Linowitz, D. McReynolds, 2018, Inventiones mathematicae.

Locally Equivalent Correspondences

Benjamin Linowitz, D. McReynolds, N. Miller, 2015, 1505.04755.

Counting and effective rigidity in algebra and geometry

P. Pollack, Benjamin Linowitz, D. McReynolds, 2014, 1407.2294.

Geometric Spectra and Commensurability

D. McReynolds, 2013, Canadian Journal of Mathematics.

Fat Flats in Rank One Manifolds

D. Constantine, J.-F. Lafont, D. McReynolds, 2017, Michigan Mathematical Journal.

Characterizing linear groups in terms of growth properties

D. McReynolds, K. Bou-Rabee, 2014, 1403.0983.

Arithmetic lattices and weak spectral geometry(Topology, Complex Analysis and Arithmetic of Hyperbolic Spaces)

D. McReynolds, 2007, 0706.3841.

Constructing Geometrically Equivalent Hyperbolic

Jeffrey S. Meyer, D. McReynolds, Matthew Stover, 2016 .

Determining hyperbolic 3-manifolds by their surfaces

A. Reid, D. McReynolds, 2015, Proceedings of the American Mathematical Society.

The genus spectrum of a hyperbolic 3-manifold

A. Reid, D. McReynolds, 2009, 0901.4086.