Andrew Putman

发表

The free factor complex and the dualizing module for the automorphism group of a free group

Jeremy Miller, Zachary Himes, Sam Nariman, 2022, 2203.03102.

The Johnson homomorphism and its kernel

Andrew Putman, 2009, 0904.0467.

The codimension-one cohomology of SLnℤ

Andrew Putman, Thomas Church, 2015, 1507.06306.

The rationality of Sol-manifolds

Andrew Putman, 2005, math/0504112.

$${{\,\mathrm{\texttt {VIC}}\,}}$$-modules over noncommutative rings

Steven V. Sam, Andrew Putman, 2020, Selecta Mathematica.

The Casson invariant and the word metric on the Torelli group

B. Farb, Andrew Putman, N. Broaddus, 2007, 0707.2264.

An Infinite Presentation of the Torelli Group

Andrew Putman, 2007, math/0703529.

A note on the connectivity of certain complexes associated to surfaces

Andrew Putman, 2006, math/0612762.

Neighborhood greenness, but not walkability, is associated with self-rated measures of health in older adults: An analysis of the Canadian Longitudinal Study on Aging

S. Dogra, C. Ardern, D. Doiron, 2022, Preventive medicine reports.

0 A pr 2 01 2 A Birman exact sequence for Aut p F n q

Andrew Putman, M. Day, 2012 .

A Birman exact sequence for Aut(Fn)

Andrew Putman, M. Day, 2011, 1104.2371.

A note on the abelianizations of finite-index subgroups of the mapping class group

Andrew Putman, 2008, 0812.0017.

A Birman exact sequence for the Torelli subgroup of Aut p F n q

Andrew Putman, M. Day, 2015 .

VIC -modules over noncommutative rings

Steven V. Sam, Andrew Putman, 2022 .

Simple closed curves, finite covers of surfaces, and power subgroups of Out(Fn)

Justin Malestein, Andrew Putman, 2017, Duke Mathematical Journal.

The Free Factor Complex and the Dualizing Module for the Automorphism Group of a Free Group

Jeremy Miller, Zachary Himes, Sam Nariman, 2022, International Mathematics Research Notices.

Extensor pollicis longus ruptures in distal radius fractures: clinical and cadaveric studies with a new therapeutic intervention.

G. Lourie, Andrew Putman, A. Peljovich, 2010, American journal of orthopedics.

The commutator subgroups of free groups and surface groups

Andrew Putman, 2021, L’Enseignement Mathématique.

Homotopy groups of spheres and low-dimensional topology

Andrew Putman, 2015 .

The Picard group of the moduli space of curves with level structures

Andrew Putman, 2009, 0908.0555.

On finite generation of the Johnson filtrations

Mikhail Ershov, Thomas Church, Andrew Putman, 2017, Journal of the European Mathematical Society.

Representation stability and finite linear groups

Steven V. Sam, Steven V Sam, Andrew Putman, 2014, 1408.3694.

On the Fukaya Categories of Higher Genus Surfaces

Paul Seidel, P. Seidel, Andy Putman, 2006 .

The high-dimensional cohomology of the moduli space of curves with level structures

Neil J. Fullarton, Andrew Putman, 2016, Journal of the European Mathematical Society.

Homological vanishing for the Steinberg representation

Steven V. Sam, A. Ash, Andrew Putman, 2017, Compositio Mathematica.

Generators for the hyperelliptic Torelli group and the kernel of the Burau representation at $$t=-1$$t=-1

Tara E. Brendle, D. Margalit, Andrew Putman, 2012, 1211.4018.

Generators for the hyperelliptic Torelli group and the kernel of the Burau representation at t=-1\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin

Tara E. Brendle, Andrew Putman, Dany Margalit, 2014, Inventiones mathematicae.

The second rational homology group of the moduli space of curves with level structures

Andrew Putman, 2008, 0809.4477.

Irreducible $\Sp$-representations and subgroup distortion in the mapping class group

B. Farb, Andrew Putman, N. Broaddus, 2007, 0707.2262.

J un 2 02 0 Irreducible Sp-representations and subgroup distortion in the mapping class group

B. Farb, Andrew Putman, N. Broaddus, 2020 .

The mapping class group of connect sums of $S^2 \times S^1$

Tara E. Brendle, Andrew Putman, N. Broaddus, 2020, 2012.01529.

The mapping class group of connect sums of S 2 × S 1

Tara E. Brendle, Andrew Putman, N. Broaddus, 2022 .

The mapping class group of connect sums of S×S

Tara E. Brendle, Andrew Putman, N. Broaddus, 2020 .

Abelian covers of surfaces and the homology of the level L mapping class group

Andrew Putman, 2009, 0907.1718.

Generating the homology of covers of surfaces

Andrew Putman, M. Boggi, Nick Salter, 2023, 2305.13109.

The stable cohomology of the moduli space of curves with level structures

Andrew Putman, 2022, 2209.06183.

Abelian quotients of subgroups of the mapping class group and higher Prym representations

Andrew Putman, Ben Wieland, Andrew Putman, 2011, J. Lond. Math. Soc..

PROBLEMS, QUESTIONS, AND CONJECTURES ABOUT MAPPING CLASS GROUPS

S. Morita, Tara E. Brendle, Takuya Sakasai, 2019 .

The complex of partial bases for Fn and finite generation of the Torelli subgroup of Aut (Fn)

Andrew Putman, M. Day, 2012, Geometriae Dedicata.

One-relator groups

Andrew Putman, 2016 .

Symplectic Heegaard splittings and linked abelian groups

J. Birman, Andrew Putman, Dennis Johnson, 2007, 0712.2104.

Pseudo-Anosov dilatations and the Johnson filtration

Justin Malestein, Andrew Putman, 2013, 1307.6226.

ec 2 00 8 An infinite presentation of the Torelli group

Andrew Putman, 2008 .

The Steinberg representation is irreducible

Andrew Putman, A. Snowden, 2021, Duke Mathematical Journal.

The abelianization of the level $L$ mapping class group

Andrew Putman, 2008, 0803.0539.

Cutting and pasting in the Torelli group

Andrew Putman, 2006, math/0608373.

Generating the Johnson filtration

Andrew Putman, Thomas Church, 2013, 1311.7150.

The Rational Cohomology of the Mapping Class Group Vanishes in its Virtual Cohomological Dimension

B. Farb, Andrew Putman, Thomas Church, 2011, 1108.0622.

Small generating sets for the Torelli group

Andrew Putman, 2011, 1106.3294.

A new approach to twisted homological stability, with applications to congruence subgroups

ANDREW PUTMAN, Andrew Putman, 2021, 2109.14015.

The high-dimensional cohomology of the moduli space of curves with level structures II: punctures and boundary

Tara E. Brendle, Andrew Putman, N. Broaddus, 2020, 2003.10913.

On the top-dimensional cohomology groups of congruence subgroups of SL(n, ℤ)

Jeremy Miller, Andrew Putman, Peter Patzt, 2019, Geometry & Topology.

Partial Torelli groups and homological stability

Andrew Putman, 2019, 1901.06624.

On the second homology group of the Torelli subgroup of Aut(Fn)

Andrew Putman, M. Day, 2014, 1408.6242.

A stability conjecture for the unstable cohomology of SL_n Z, mapping class groups, and Aut(F_n)

B. Farb, Andrew Putman, Thomas Church, 2012, 1208.3216.

The action on homology of finite groups of automorphisms of surfaces and graphs

Andrew Putman, 2014 .

On the self-intersections of curves deep in the lower central series of a surface group

Justin Malestein, Andrew Putman, Justin Malestein, 2009, 0901.2561.

Equivariant group presentations and the second homology group of the Torelli group

M. Kassabov, Andrew Putman, 2019, Mathematische Annalen.

Equivariant group presentations and the second homology group of the Torelli group

M. Kassabov, Andrew Putman, 2018, Mathematische Annalen.

The complex of partial bases for Fn and finite generation of the Torelli subgroup of Aut (Fn)

Andrew Putman, M. Day, 2010, 1012.1914.

The dualizing module and top-dimensional cohomology group of GLn(O)\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\hb

Andrew Putman, Daniel Studenmund, 2021, Mathematische Zeitschrift.

The dualizing module and top-dimensional cohomology group of $$\hbox {GL}_n(\mathcal {O})$$ GL n

Andrew Putman, Daniel Studenmund, 2019, Mathematische Zeitschrift.

Stability in the homology of unipotent groups

Steven V. Sam, Andrew Putman, A. Snowden, 2017, Algebra & Number Theory.

A T ] 1 9 D ec 2 01 8 STABILITY IN THE HOMOLOGY OF UNIPOTENT GROUPS

Steven V. Sam, Andrew Putman, A. Snowden, 2018 .

The generalized Schoenflies theorem

Andrew Putman, 2015 .

Rochlin ’ s theorem on signatures of spin 4-manifolds via algebraic topology

Andrew Putman, 2015 .

Obtaining presentations from group actions without making choices

Andrew Putman, 2009, 0901.4089.