Algebraic Topology Oct 2007

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</div> <dl id='articles'> <dt> <a name='item1'>[1]</a> <a href ="/abs/0710.0167" title="Abstract" id="0710.0167"> arXiv:0710.0167 </a> [<a href="/pdf/0710.0167" title="Download PDF" id="pdf-0710.0167" aria-labelledby="pdf-0710.0167">pdf</a>, <a href="/format/0710.0167" title="Other formats" id="oth-0710.0167" aria-labelledby="oth-0710.0167">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Dominant K-theory and Integrable highest weight representations of Kac-Moody groups </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Kitchloo,+N">Nitu Kitchloo</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Update to the published version with some mistakes in Section 4 corrected. No change to the statements of the theorems </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; K-Theory and Homology (math.KT) </div> </div> </dd> <dt> <a name='item2'>[2]</a> <a href ="/abs/0710.0572" title="Abstract" id="0710.0572"> arXiv:0710.0572 </a> [<a href="/pdf/0710.0572" title="Download PDF" id="pdf-0710.0572" aria-labelledby="pdf-0710.0572">pdf</a>, <a href="/format/0710.0572" title="Other formats" id="oth-0710.0572" aria-labelledby="oth-0710.0572">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The diagonal of the Stasheff polytope </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Loday,+J">Jean-Louis Loday</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Complete modification of the last part, that is the map p':AA-infinity -> A-infinity </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Quantum Algebra (math.QA) </div> </div> </dd> <dt> <a name='item3'>[3]</a> <a href ="/abs/0710.0681" title="Abstract" id="0710.0681"> arXiv:0710.0681 </a> [<a href="/pdf/0710.0681" title="Download PDF" id="pdf-0710.0681" aria-labelledby="pdf-0710.0681">pdf</a>, <a href="/format/0710.0681" title="Other formats" id="oth-0710.0681" aria-labelledby="oth-0710.0681">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Yang-Mills theory over surfaces and the Atiyah-Segal theorem </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Ramras,+D+A">Daniel A. Ramras</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 43 pages. Changes in v4: improved results in Section 7, simplified arguments in the Appendix, various minor revisions </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebr. Geom. Topol. 8 (2008) 2209-2251 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Differential Geometry (math.DG); K-Theory and Homology (math.KT) </div> </div> </dd> <dt> <a name='item4'>[4]</a> <a href ="/abs/0710.0734" title="Abstract" id="0710.0734"> arXiv:0710.0734 </a> [<a href="/pdf/0710.0734" title="Download PDF" id="pdf-0710.0734" aria-labelledby="pdf-0710.0734">pdf</a>, <a href="/format/0710.0734" title="Other formats" id="oth-0710.0734" aria-labelledby="oth-0710.0734">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Obstruction theory on 8-manifolds </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Cadek,+M">Martin Cadek</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Crabb,+M">Michael Crabb</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Vanzura,+J">Jiri Vanzura</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 19 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> manuscripta math. 127 (2008), 167-186 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Geometric Topology (math.GT) </div> </div> </dd> <dt> <a name='item5'>[5]</a> <a href ="/abs/0710.1024" title="Abstract" id="0710.1024"> arXiv:0710.1024 </a> [<a href="/pdf/0710.1024" title="Download PDF" id="pdf-0710.1024" aria-labelledby="pdf-0710.1024">pdf</a>, <a href="/format/0710.1024" title="Other formats" id="oth-0710.1024" aria-labelledby="oth-0710.1024">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> An elementary construction of Anick's fibration </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Gray,+B">Brayton Gray</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Theriault,+S">Stephen Theriault</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 30 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Geom. Topol. 14 (2010) 243-275 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item6'>[6]</a> <a href ="/abs/0710.1445" title="Abstract" id="0710.1445"> arXiv:0710.1445 </a> [<a href="/pdf/0710.1445" title="Download PDF" id="pdf-0710.1445" aria-labelledby="pdf-0710.1445">pdf</a>, <a href="/format/0710.1445" title="Other formats" id="oth-0710.1445" aria-labelledby="oth-0710.1445">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> String topology prospectra and Hochschild cohomology </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Gruher,+K">Kate Gruher</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Westerland,+C">Craig Westerland</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 19 pages. Comments welcome. References added, some statements clarified </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Quantum Algebra (math.QA) </div> </div> </dd> <dt> <a name='item7'>[7]</a> <a href ="/abs/0710.2254" title="Abstract" id="0710.2254"> arXiv:0710.2254 </a> [<a href="/pdf/0710.2254" title="Download PDF" id="pdf-0710.2254" aria-labelledby="pdf-0710.2254">pdf</a>, <a href="/format/0710.2254" title="Other formats" id="oth-0710.2254" aria-labelledby="oth-0710.2254">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Adding inverses to diagrams II: Invertible homotopy theories are spaces </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Bergner,+J+E">Julia E. Bergner</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 19 pages, final version; erratum included at the end </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Homology, Homotopy Appl. 10(2), 2008, 175-193 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Category Theory (math.CT) </div> </div> </dd> <dt> <a name='item8'>[8]</a> <a href ="/abs/0710.2302" title="Abstract" id="0710.2302"> arXiv:0710.2302 </a> [<a href="/pdf/0710.2302" title="Download PDF" id="pdf-0710.2302" aria-labelledby="pdf-0710.2302">pdf</a>, <a href="/format/0710.2302" title="Other formats" id="oth-0710.2302" aria-labelledby="oth-0710.2302">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Freeness of equivariant cohomology and mutants of compactified representations </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Franz,+M">Matthias Franz</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Puppe,+V">Volker Puppe</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 11 pages; more details on the smooth structure of the mutants; other, minor changes </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> pp. 87-98 in: M. Harada et al. (eds.), Toric Topology (Osaka, 2006), Contemp. Math. 460, 2008 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Geometric Topology (math.GT) </div> </div> </dd> <dt> <a name='item9'>[9]</a> <a href ="/abs/0710.2615" title="Abstract" id="0710.2615"> arXiv:0710.2615 </a> [<a href="/pdf/0710.2615" title="Download PDF" id="pdf-0710.2615" aria-labelledby="pdf-0710.2615">pdf</a>, <a href="/format/0710.2615" title="Other formats" id="oth-0710.2615" aria-labelledby="oth-0710.2615">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Fundamental groups of topological stacks with slice property </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Noohi,+B">Behrang Noohi</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebr. Geom. Topol. 8 (2008) 1333-1370 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item10'>[10]</a> <a href ="/abs/0710.2645" title="Abstract" id="0710.2645"> arXiv:0710.2645 </a> [<a href="/pdf/0710.2645" title="Download PDF" id="pdf-0710.2645" aria-labelledby="pdf-0710.2645">pdf</a>, <a href="/format/0710.2645" title="Other formats" id="oth-0710.2645" aria-labelledby="oth-0710.2645">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Origins and breadth of the theory of higher homotopies </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Huebschmann,+J">Johannes Huebschmann</a> (Universite de Lille 1)</div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 14 pages, expanded version of a talk delivered at the meeting "Higher structures in Geometry and Physics", IHP, Paris, January 15-19, 2007, in honor of Murray Gerstenhaber's 80th and Jim Stasheff's 70th birthday </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> In: Festschrift in Honor of M. Gerstenhaber's 80-th and J. Stasheff's 70-th birthday, Progress in Math. vol. 287, pp. 159--179, Birkh\"auser-Verlag Basel-Boston-Berlin 2010 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Algebraic Geometry (math.AG) </div> </div> </dd> <dt> <a name='item11'>[11]</a> <a href ="/abs/0710.2823" title="Abstract" id="0710.2823"> arXiv:0710.2823 </a> [<a href="/pdf/0710.2823" title="Download PDF" id="pdf-0710.2823" aria-labelledby="pdf-0710.2823">pdf</a>, <a href="/format/0710.2823" title="Other formats" id="oth-0710.2823" aria-labelledby="oth-0710.2823">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On the Whitehead spectrum of the circle </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Hesselholt,+L">Lars Hesselholt</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 52 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebraic Topology. The Abel Symposium 2007. Proceedings of the Forth Abel Symposium, Oslo, Norway, August 5-10, 2007, pp. 131-184, Abel Symposia 4, Springer-Verlag, Berlin, 2009 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; K-Theory and Homology (math.KT) </div> </div> </dd> <dt> <a name='item12'>[12]</a> <a href ="/abs/0710.2938" title="Abstract" id="0710.2938"> arXiv:0710.2938 </a> [<a href="/pdf/0710.2938" title="Download PDF" id="pdf-0710.2938" aria-labelledby="pdf-0710.2938">pdf</a>, <a href="/format/0710.2938" title="Other formats" id="oth-0710.2938" aria-labelledby="oth-0710.2938">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The R(S^1)-graded equivariant homotopy of THH(F_p) </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Gerhardt,+T">Teena Gerhardt</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 27 Pages. Statement and Proof of main theorem simplified. To appear in Algebraic and Geometric Topology </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebr. Geom. Topol. 8 (2008) 1961-1987 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; K-Theory and Homology (math.KT) </div> </div> </dd> <dt> <a name='item13'>[13]</a> <a href ="/abs/0710.3070" title="Abstract" id="0710.3070"> arXiv:0710.3070 </a> [<a href="/pdf/0710.3070" title="Download PDF" id="pdf-0710.3070" aria-labelledby="pdf-0710.3070">pdf</a>, <a href="/format/0710.3070" title="Other formats" id="oth-0710.3070" aria-labelledby="oth-0710.3070">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A curious example of two model categories and some associated differential graded algebras </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Dugger,+D">Daniel Dugger</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Shipley,+B">Brooke Shipley</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebr. Geom. Topol. 9 (2009) 135-166 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item14'>[14]</a> <a href ="/abs/0710.3553" title="Abstract" id="0710.3553"> arXiv:0710.3553 </a> [<a href="/pdf/0710.3553" title="Download PDF" id="pdf-0710.3553" aria-labelledby="pdf-0710.3553">pdf</a>, <a href="/format/0710.3553" title="Other formats" id="oth-0710.3553" aria-labelledby="oth-0710.3553">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Homotopical interpretation of globular complex by multipointed d-space </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Gaucher,+P">Philippe Gaucher</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 28 pages,LaTeX2e </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Theory and Applications of Categories, vol. 22, number 22, 588-621, 2009 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Category Theory (math.CT) </div> </div> </dd> <dt> <a name='item15'>[15]</a> <a href ="/abs/0710.3722" title="Abstract" id="0710.3722"> arXiv:0710.3722 </a> [<a href="/pdf/0710.3722" title="Download PDF" id="pdf-0710.3722" aria-labelledby="pdf-0710.3722">pdf</a>, <a href="/format/0710.3722" title="Other formats" id="oth-0710.3722" aria-labelledby="oth-0710.3722">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Ganea and Whitehead definitions for the tangential Lusternik-Schnirelmann category of foliations </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Doeraene,+J">Jean-Paul Doeraene</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Macias-Virg%C3%B3s,+E">Enrique Macias-Virg贸s</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Tanr%C3%A9,+D">Daniel Tanr茅</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 14 pages, 2 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Topology Appl. 157 (2010), no. 9, 1680-1689 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item16'>[16]</a> <a href ="/abs/0710.3766" title="Abstract" id="0710.3766"> arXiv:0710.3766 </a> [<a href="/pdf/0710.3766" title="Download PDF" id="pdf-0710.3766" aria-labelledby="pdf-0710.3766">pdf</a>, <a href="/format/0710.3766" title="Other formats" id="oth-0710.3766" aria-labelledby="oth-0710.3766">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Equivariant $K$-theory of quaternionic flag manifolds </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Mare,+A">Augustin-Liviu Mare</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Willems,+M">Matthieu Willems</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Final version: 18 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item17'>[17]</a> <a href ="/abs/0710.3967" title="Abstract" id="0710.3967"> arXiv:0710.3967 </a> [<a href="/pdf/0710.3967" title="Download PDF" id="pdf-0710.3967" aria-labelledby="pdf-0710.3967">pdf</a>, <a href="/format/0710.3967" title="Other formats" id="oth-0710.3967" aria-labelledby="oth-0710.3967">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Associahedra, Cyclohedra and a Topological solution to the A_{\infty}--Deligne conjecture </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Kaufmann,+R+M">Ralph M. Kaufmann</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Schwell,+R">Rachel Schwell</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 36 pages, 12 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Quantum Algebra (math.QA) </div> </div> </dd> <dt> <a name='item18'>[18]</a> <a href ="/abs/0710.3975" title="Abstract" id="0710.3975"> arXiv:0710.3975 </a> [<a href="/pdf/0710.3975" title="Download PDF" id="pdf-0710.3975" aria-labelledby="pdf-0710.3975">pdf</a>, <a href="/format/0710.3975" title="Other formats" id="oth-0710.3975" aria-labelledby="oth-0710.3975">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Homotopy nilpotency in p-compact groups </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Kaji,+S">Shizuo Kaji</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Kishimoto,+D">Daisuke Kishimoto</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 17 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item19'>[19]</a> <a href ="/abs/0710.4033" title="Abstract" id="0710.4033"> arXiv:0710.4033 </a> [<a href="/pdf/0710.4033" title="Download PDF" id="pdf-0710.4033" aria-labelledby="pdf-0710.4033">pdf</a>, <a href="/format/0710.4033" title="Other formats" id="oth-0710.4033" aria-labelledby="oth-0710.4033">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Application of Groebner bases to the cup-length of oriented Grassmann manifolds </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Fukaya,+T">Tomohiro Fukaya</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Corrected errors: Conjecture 1.1 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item20'>[20]</a> <a href ="/abs/0710.4368" title="Abstract" id="0710.4368"> arXiv:0710.4368 </a> [<a href="/pdf/0710.4368" title="Download PDF" id="pdf-0710.4368" aria-labelledby="pdf-0710.4368">pdf</a>, <a href="/format/0710.4368" title="Other formats" id="oth-0710.4368" aria-labelledby="oth-0710.4368">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Topological Hochschild homology of l and ko </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Angeltveit,+V">Vigleik Angeltveit</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Hill,+M">Michael Hill</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Lawson,+T">Tyler Lawson</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 31 pages, 8 figures. v2: Changes made following referee suggestions. Section 7 is completely rewritten with simpler and cleaner arguments </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; K-Theory and Homology (math.KT) </div> </div> </dd> <dt> <a name='item21'>[21]</a> <a href ="/abs/0710.4437" title="Abstract" id="0710.4437"> arXiv:0710.4437 </a> [<a href="/pdf/0710.4437" title="Download PDF" id="pdf-0710.4437" aria-labelledby="pdf-0710.4437">pdf</a>, <a href="/format/0710.4437" title="Other formats" id="oth-0710.4437" aria-labelledby="oth-0710.4437">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Homotopy dimension of orbits of Morse functions on surfaces </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Maksymenko,+S">Sergiy Maksymenko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Submitted to the Proceedings of the 8th Conference on Geometry and Topology of Manifolds, 6 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Travaux Mathematiques, vol. 18, (2008) 39-44 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Geometric Topology (math.GT) </div> </div> </dd> <dt> <a name='item22'>[22]</a> <a href ="/abs/0710.5065" title="Abstract" id="0710.5065"> arXiv:0710.5065 </a> [<a href="/pdf/0710.5065" title="Download PDF" id="pdf-0710.5065" aria-labelledby="pdf-0710.5065">pdf</a>, <a href="/format/0710.5065" title="Other formats" id="oth-0710.5065" aria-labelledby="oth-0710.5065">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On derived categories and derived functors </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Saneblidze,+S">Samson Saneblidze</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 7 pages, 1 figure, published in Extracta Mathematicae, 22(3), 315-324 (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Category Theory (math.CT) </div> </div> </dd> <dt> <a name='item23'>[23]</a> <a href ="/abs/0710.5097" title="Abstract" id="0710.5097"> arXiv:0710.5097 </a> [<a href="/pdf/0710.5097" title="Download PDF" id="pdf-0710.5097" aria-labelledby="pdf-0710.5097">pdf</a>, <a href="/format/0710.5097" title="Other formats" id="oth-0710.5097" aria-labelledby="oth-0710.5097">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Galois extensions of Lubin-Tate spectra </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Baker,+A">Andrew Baker</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Richter,+B">Birgit Richter</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> revised version in final form </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item24'>[24]</a> <a href ="/abs/0710.5252" title="Abstract" id="0710.5252"> arXiv:0710.5252 </a> [<a href="/pdf/0710.5252" title="Download PDF" id="pdf-0710.5252" aria-labelledby="pdf-0710.5252">pdf</a>, <a href="/format/0710.5252" title="Other formats" id="oth-0710.5252" aria-labelledby="oth-0710.5252">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Cycle-free chessboard complexes and symmetric homology of algebras </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Vrecica,+S">Sinisa Vrecica</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Zivaljevic,+R">Rade Zivaljevic</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is an extended version where the tightness of the bound in the case n=3k+2 is established </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Combinatorics (math.CO) </div> </div> </dd> <dt> <a name='item25'>[25]</a> <a href ="/abs/0710.5289" title="Abstract" id="0710.5289"> arXiv:0710.5289 </a> [<a href="/pdf/0710.5289" title="Download PDF" id="pdf-0710.5289" aria-labelledby="pdf-0710.5289">pdf</a>, <a href="/format/0710.5289" title="Other formats" id="oth-0710.5289" aria-labelledby="oth-0710.5289">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Simplicial resolutions and Ganea fibrations </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Kahl,+T">Thomas Kahl</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Scheerer,+H">Hans Scheerer</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Tanr%C3%A9,+D">Daniel Tanr茅</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Vandembroucq,+L">Lucile Vandembroucq</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item26'>[26]</a> <a href ="/abs/0710.5398" title="Abstract" id="0710.5398"> arXiv:0710.5398 </a> [<a href="/pdf/0710.5398" title="Download PDF" id="pdf-0710.5398" aria-labelledby="pdf-0710.5398">pdf</a>, <a href="/format/0710.5398" title="Other formats" id="oth-0710.5398" aria-labelledby="oth-0710.5398">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Characteristic varieties of nilpotent groups and applications </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Macinic,+A">Anca Macinic</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Papadima,+S">Stefan Papadima</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 14 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Proceedings of the Sixth Congress of Romanian Mathematicians (Bucharest, 2007), vol.1, pp. 57-64, Romanian Academy, Bucharest, 2009. </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Geometric Topology (math.GT) </div> </div> </dd> <dt> <a name='item27'>[27]</a> <a href ="/abs/0710.5426" title="Abstract" id="0710.5426"> arXiv:0710.5426 </a> [<a href="/pdf/0710.5426" title="Download PDF" id="pdf-0710.5426" aria-labelledby="pdf-0710.5426">pdf</a>, <a href="/format/0710.5426" title="Other formats" id="oth-0710.5426" aria-labelledby="oth-0710.5426">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On the existence of a v_2^32-self map on M(1,4) at the prime 2 </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Behrens,+M">Mark Behrens</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Hill,+M">Michael Hill</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Hopkins,+M+J">Michael J. Hopkins</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Mahowald,+M">Mark Mahowald</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 31 pages, 16 figures. Revised version: includes new section (section 9)explaining centrality of d_2(v_2^8) and d_3(v_2^16), and fixes an error in section 7 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item28'>[28]</a> <a href ="/abs/0710.5567" title="Abstract" id="0710.5567"> arXiv:0710.5567 </a> [<a href="/pdf/0710.5567" title="Download PDF" id="pdf-0710.5567" aria-labelledby="pdf-0710.5567">pdf</a>, <a href="/format/0710.5567" title="Other formats" id="oth-0710.5567" aria-labelledby="oth-0710.5567">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A chain rule for Goodwillie derivatives of functors from spectra to spectra </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Ching,+M">Michael Ching</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 29 pages, LaTeX; considerably expanded section 6 to provide a correct proof of 6.1, other sections rewritten to improve exposition but no major changes; submitted for publication </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item29'>[29]</a> <a href ="/abs/0710.5779" title="Abstract" id="0710.5779"> arXiv:0710.5779 </a> [<a href="/pdf/0710.5779" title="Download PDF" id="pdf-0710.5779" aria-labelledby="pdf-0710.5779">pdf</a>, <a href="/format/0710.5779" title="Other formats" id="oth-0710.5779" aria-labelledby="oth-0710.5779">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Geometric approach towards stable homotopy groups of spheres. The Hopf invariant </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Akhmet'ev,+P+M">Petr M. Akhmet'ev</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 99 pages, in Russian </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Geometric Topology (math.GT) </div> </div> </dd> <dt> <a name='item30'>[30]</a> <a href ="/abs/0710.5926" title="Abstract" id="0710.5926"> arXiv:0710.5926 </a> [<a href="/pdf/0710.5926" title="Download PDF" id="pdf-0710.5926" aria-labelledby="pdf-0710.5926">pdf</a>, <a href="/format/0710.5926" title="Other formats" id="oth-0710.5926" aria-labelledby="oth-0710.5926">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Mod 2 cohomology of 2-local finite groups of low rank </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Kaji,+S">Shizuo Kaji</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is a revised version of "Mod 2 cohomology of 2-compact groups of low rank", J. of Math. of Kyoto Univ. 47 (2007), no. 2, 441--450 </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> J. of Math. of Kyoto Univ. 47 (2007), no. 2, 441--450 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span>; Group Theory (math.GR) </div> </div> </dd> <dt> <a name='item31'>[31]</a> <a href ="/abs/0710.5942" title="Abstract" id="0710.5942"> arXiv:0710.5942 </a> [<a href="/pdf/0710.5942" title="Download PDF" id="pdf-0710.5942" aria-labelledby="pdf-0710.5942">pdf</a>, <a href="/format/0710.5942" title="Other formats" id="oth-0710.5942" aria-labelledby="oth-0710.5942">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Lectures on the stable homotopy of BG </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Priddy,+S">Stewart Priddy</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is the version published by Geometry & Topology Monographs on 14 November 2007 </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Geom. Topol. Monogr. 11 (2007) 289-308 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Topology (math.AT)</span> </div> </div> </dd> <dt> <a name='item32'>[32]</a> <a href ="/abs/0710.0050" title="Abstract" id="0710.0050"> arXiv:0710.0050 </a> (cross-list from math.CO) [<a href="/pdf/0710.0050" title="Download PDF" id="pdf-0710.0050" aria-labelledby="pdf-0710.0050">pdf</a>, <a href="/format/0710.0050" title="Other formats" id="oth-0710.0050" aria-labelledby="oth-0710.0050">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Combinatorial Stokes formulas via minimal resolutions </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Hanke,+B">Bernhard Hanke</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Sanyal,+R">Raman Sanyal</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Schultz,+C">Carsten Schultz</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Ziegler,+G+M">G眉nter M. Ziegler</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 18 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> J. Combin. Theory Ser. A 116 (2009), no. 2, 404-420 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Combinatorics (math.CO)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item33'>[33]</a> <a href ="/abs/0710.0082" title="Abstract" id="0710.0082"> arXiv:0710.0082 </a> (cross-list from math.KT) [<a href="/pdf/0710.0082" title="Download PDF" id="pdf-0710.0082" aria-labelledby="pdf-0710.0082">pdf</a>, <a href="/format/0710.0082" title="Other formats" id="oth-0710.0082" aria-labelledby="oth-0710.0082">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Permutative categories, multicategories, and algebraic K-theory </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Elmendorf,+A+D">A. D. Elmendorf</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Mandell,+M+A">M. A. Mandell</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebr. Geom. Topol. 9 (2009) 2391-2441 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">K-Theory and Homology (math.KT)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item34'>[34]</a> <a href ="/abs/0710.0731" title="Abstract" id="0710.0731"> arXiv:0710.0731 </a> (cross-list from math.SG) [<a href="/pdf/0710.0731" title="Download PDF" id="pdf-0710.0731" aria-labelledby="pdf-0710.0731">pdf</a>, <a href="/format/0710.0731" title="Other formats" id="oth-0710.0731" aria-labelledby="oth-0710.0731">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Symplectic resolutions, Lefschetz property and formality </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Cavalcanti,+G">Gil Cavalcanti</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Fernandez,+M">Marisa Fernandez</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Munoz,+V">Vicente Munoz</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 21 pages, no figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Adv. Math., 218 (2), 2008, 576--599 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Symplectic Geometry (math.SG)</span>; Algebraic Topology (math.AT); Differential Geometry (math.DG) </div> </div> </dd> <dt> <a name='item35'>[35]</a> <a href ="/abs/0710.1625" title="Abstract" id="0710.1625"> arXiv:0710.1625 </a> (cross-list from math.KT) [<a href="/pdf/0710.1625" title="Download PDF" id="pdf-0710.1625" aria-labelledby="pdf-0710.1625">pdf</a>, <a href="/format/0710.1625" title="Other formats" id="oth-0710.1625" aria-labelledby="oth-0710.1625">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Geometric cycles, index theory and twisted K-homology </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Wang,+B">Bai-Ling Wang</a> (ANU)</div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Final version, 51 pages. To appear in Journal of Noncommutative Geometry </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">K-Theory and Homology (math.KT)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item36'>[36]</a> <a href ="/abs/0710.1635" title="Abstract" id="0710.1635"> arXiv:0710.1635 </a> (cross-list from math.GT) [<a href="/pdf/0710.1635" title="Download PDF" id="pdf-0710.1635" aria-labelledby="pdf-0710.1635">pdf</a>, <a href="/format/0710.1635" title="Other formats" id="oth-0710.1635" aria-labelledby="oth-0710.1635">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Degree theorems and Lipschitz simplicial volume for non-positively curved manifolds of finite volume </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Loeh,+C">Clara Loeh</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Sauer,+R">Roman Sauer</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 33 pages; corrected the vanishing result (and adapted Section 5 accordingly), minor expository changes in the introduction </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Geometric Topology (math.GT)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item37'>[37]</a> <a href ="/abs/0710.1981" title="Abstract" id="0710.1981"> arXiv:0710.1981 </a> (cross-list from math.CO) [<a href="/pdf/0710.1981" title="Download PDF" id="pdf-0710.1981" aria-labelledby="pdf-0710.1981">pdf</a>, <a href="/format/0710.1981" title="Other formats" id="oth-0710.1981" aria-labelledby="oth-0710.1981">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Oriented matroids and Ky Fan's theorem </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Zivaljevic,+R+T">Rade T. Zivaljevic</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Combinatorics (math.CO)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item38'>[38]</a> <a href ="/abs/0710.2169" title="Abstract" id="0710.2169"> arXiv:0710.2169 </a> (cross-list from math.GT) [<a href="/pdf/0710.2169" title="Download PDF" id="pdf-0710.2169" aria-labelledby="pdf-0710.2169">pdf</a>, <a href="/format/0710.2169" title="Other formats" id="oth-0710.2169" aria-labelledby="oth-0710.2169">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On Liftings of Local Torus Actions to Fiber Bundles </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Yoshida,+T">Takahiko Yoshida</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 11 pages. Definition 1.1 is modified </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Toric Topology, 391-402. Contemp. Math. 460. American Mathematical Society, Providence, RI, 2008 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Geometric Topology (math.GT)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item39'>[39]</a> <a href ="/abs/0710.2521" title="Abstract" id="0710.2521"> arXiv:0710.2521 </a> (cross-list from math.GN) [<a href="/pdf/0710.2521" title="Download PDF" id="pdf-0710.2521" aria-labelledby="pdf-0710.2521">pdf</a>, <a href="/format/0710.2521" title="Other formats" id="oth-0710.2521" aria-labelledby="oth-0710.2521">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A formula for the coincidence Reidemeister trace of selfmaps on bouquets of circles </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Staecker,+P+C">P. Christopher Staecker</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 17 pages, 4 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Topological Methods in Nonlinear Analysis 33, 2009, p. 41-50 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">General Topology (math.GN)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item40'>[40]</a> <a href ="/abs/0710.2681" title="Abstract" id="0710.2681"> arXiv:0710.2681 </a> (cross-list from math.GT) [<a href="/pdf/0710.2681" title="Download PDF" id="pdf-0710.2681" aria-labelledby="pdf-0710.2681">pdf</a>, <a href="/format/0710.2681" title="Other formats" id="oth-0710.2681" aria-labelledby="oth-0710.2681">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Multiplicative properties of Morin maps </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Lippner,+G">Gabor Lippner</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Szucs,+A">Andras Szucs</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Corrected some small misprints and made lot of minor (mainly grammatical) alterations. 10 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Algebr. Geom. Topol. 10 (2010) 1437-1454 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Geometric Topology (math.GT)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item41'>[41]</a> <a href ="/abs/0710.2821" title="Abstract" id="0710.2821"> arXiv:0710.2821 </a> (cross-list from math.AG) [<a href="/pdf/0710.2821" title="Download PDF" id="pdf-0710.2821" aria-labelledby="pdf-0710.2821">pdf</a>, <a href="/format/0710.2821" title="Other formats" id="oth-0710.2821" aria-labelledby="oth-0710.2821">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> First Stiefel-Whitney class of real moduli spaces of stable maps to a convex surface </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Puignau,+N">Nicolas Puignau</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 33 pages, 10 figures, in French </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Geometry (math.AG)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item42'>[42]</a> <a href ="/abs/0710.3082" title="Abstract" id="0710.3082"> arXiv:0710.3082 </a> (cross-list from math.GT) [<a href="/pdf/0710.3082" title="Download PDF" id="pdf-0710.3082" aria-labelledby="pdf-0710.3082">pdf</a>, <a href="/format/0710.3082" title="Other formats" id="oth-0710.3082" aria-labelledby="oth-0710.3082">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Knot Concordance and Higher-Order Blanchfield Duality </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Cochran,+T+D">Tim D. Cochran</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Harvey,+S">Shelly Harvey</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Leidy,+C">Constance Leidy</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Corrected Figure in Example 8.4, Added Remark 5.11 pointing out an important strengthening of Theorem 5.9 that is needed in a subsequent paper </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Geom. Topol. 13 (2009) 1419-1482 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Geometric Topology (math.GT)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item43'>[43]</a> <a href ="/abs/0710.3147" title="Abstract" id="0710.3147"> arXiv:0710.3147 </a> (cross-list from math.AG) [<a href="/pdf/0710.3147" title="Download PDF" id="pdf-0710.3147" aria-labelledby="pdf-0710.3147">pdf</a>, <a href="/format/0710.3147" title="Other formats" id="oth-0710.3147" aria-labelledby="oth-0710.3147">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Local acyclic fibrations and the de Rham complex </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Lee,+B">Ben Lee</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 24 pages; exposition revised, typos fixed, minor amendments to statements </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Algebraic Geometry (math.AG)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item44'>[44]</a> <a href ="/abs/0710.3356" title="Abstract" id="0710.3356"> arXiv:0710.3356 </a> (cross-list from math.RT) [<a href="/pdf/0710.3356" title="Download PDF" id="pdf-0710.3356" aria-labelledby="pdf-0710.3356">pdf</a>, <a href="/format/0710.3356" title="Other formats" id="oth-0710.3356" aria-labelledby="oth-0710.3356">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Freyd's generating hypothesis for groups with periodic cohomology </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Chebolu,+S+K">Sunil K. Chebolu</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Christensen,+J+D">J. Daniel Christensen</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Min%C3%A1%C4%8D,+J">J谩n Min谩膷</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 11 pages, final version, to appear in Canadian Mathematical Bulletin </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Can. Math. Bull. 55 (2012) 48-59 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Representation Theory (math.RT)</span>; Algebraic Topology (math.AT); Group Theory (math.GR) </div> </div> </dd> <dt> <a name='item45'>[45]</a> <a href ="/abs/0710.3546" title="Abstract" id="0710.3546"> arXiv:0710.3546 </a> (cross-list from math.QA) [<a href="/pdf/0710.3546" title="Download PDF" id="pdf-0710.3546" aria-labelledby="pdf-0710.3546">pdf</a>, <a href="/format/0710.3546" title="Other formats" id="oth-0710.3546" aria-labelledby="oth-0710.3546">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> OCHA and the swiss-cheese operad </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Hoefel,+E">Eduardo Hoefel</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 26 pages; 5 figures; v4: exposition improved, inaccuracies corrected, to appear in JHRS </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Quantum Algebra (math.QA)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item46'>[46]</a> <a href ="/abs/0710.3550" title="Abstract" id="0710.3550"> arXiv:0710.3550 </a> (cross-list from math.QA) [<a href="/pdf/0710.3550" title="Download PDF" id="pdf-0710.3550" aria-labelledby="pdf-0710.3550">pdf</a>, <a href="/format/0710.3550" title="Other formats" id="oth-0710.3550" aria-labelledby="oth-0710.3550">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Free frobenius algebra on the differential forms of a manifold </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Wilson,+S+O">Scott O. Wilson</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This paper has been withdrawn by the author. The definition given for the Frobenius properad is incorrect, i.e. what is stated is not a properad. For sign reasons following from the permutation group actions, in odd degree n, there should be no positive genus operations. The error in that definition invalidates the proof of the main claim in Theorem 4 (even for a proper definition of Frobenius properad). Theorem 8 is also affected similarly </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Quantum Algebra (math.QA)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item47'>[47]</a> <a href ="/abs/0710.3770" title="Abstract" id="0710.3770"> arXiv:0710.3770 </a> (cross-list from math.DG) [<a href="/pdf/0710.3770" title="Download PDF" id="pdf-0710.3770" aria-labelledby="pdf-0710.3770">pdf</a>, <a href="/format/0710.3770" title="Other formats" id="oth-0710.3770" aria-labelledby="oth-0710.3770">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Cohomogeneity one manifolds and selfmaps of nontrivial degree </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Puettmann,+T">Thomas Puettmann</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> v2, v3: minor improvements </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Transform. Groups 14 (2009), 225-247 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Differential Geometry (math.DG)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item48'>[48]</a> <a href ="/abs/0710.4358" title="Abstract" id="0710.4358"> arXiv:0710.4358 </a> (cross-list from math.GR) [<a href="/pdf/0710.4358" title="Download PDF" id="pdf-0710.4358" aria-labelledby="pdf-0710.4358">pdf</a>, <a href="/format/0710.4358" title="Other formats" id="oth-0710.4358" aria-labelledby="oth-0710.4358">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Geometrization of 3-dimensional Coxeter orbifolds and Singer's conjecture </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Schroeder,+T+A">Timothy A. Schroeder</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 15 pages, 3 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Group Theory (math.GR)</span>; Algebraic Topology (math.AT); Geometric Topology (math.GT) </div> </div> </dd> <dt> <a name='item49'>[49]</a> <a href ="/abs/0710.4385" title="Abstract" id="0710.4385"> arXiv:0710.4385 </a> (cross-list from math.FA) [<a href="/pdf/0710.4385" title="Download PDF" id="pdf-0710.4385" aria-labelledby="pdf-0710.4385">pdf</a>, <a href="/format/0710.4385" title="Other formats" id="oth-0710.4385" aria-labelledby="oth-0710.4385">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Non-measurable automorphisms of Lie groups relative to the real- and non-archimedean-valued measures </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=Ludkovsky,+S+V">S. V. Ludkovsky</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 19 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> 2011, Advances and Applications in Mathematical Sciences, V. 11: 1-2 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Functional Analysis (math.FA)</span>; Algebraic Topology (math.AT) </div> </div> </dd> <dt> <a name='item50'>[50]</a> <a href ="/abs/0710.4496" title="Abstract" id="0710.4496"> arXiv:0710.4496 </a> (cross-list from math.GT) [<a href="/pdf/0710.4496" title="Download PDF" id="pdf-0710.4496" aria-labelledby="pdf-0710.4496">pdf</a>, <a href="/format/0710.4496" title="Other formats" id="oth-0710.4496" aria-labelledby="oth-0710.4496">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Topological types of 3-dimensional small covers </div> <div class='list-authors'><a href="https://arxiv.org/search/math?searchtype=author&query=L%C3%BC,+Z">Zhi L眉</a>, <a href="https://arxiv.org/search/math?searchtype=author&query=Yu,+L">Li Yu</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 34 pages with 40 figures, final version for publication </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Forum Math. 23 (2011), 245-284 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Geometric Topology (math.GT)</span>; Algebraic Topology (math.AT); Combinatorics (math.CO) </div> </div> </dd> </dl> <div class='paging'>Total of 55 entries : <span>1-50</span> <a href=/list/math.AT/2007-10?skip=50&show=50>51-55</a> </div> <div class='morefewer'>Showing up to 50 entries per page: <a href=/list/math.AT/2007-10?skip=0&show=25 rel="nofollow"> fewer</a> | <span style="color: #454545">more</span> | <a href=/list/math.AT/2007-10?skip=0&show=2000 rel="nofollow"> all</a> </div> </div> </div> </div> </main> <footer style="clear: both;"> <div class="columns is-desktop" role="navigation" aria-label="Secondary" style="margin: -0.75em -0.75em 0.75em -0.75em">  <div class="column" style="padding: 0;"> <div class="columns"> <div class="column"> <ul style="list-style: none; line-height: 2;"> <li><a href="https://info.arxiv.org/about">About</a></li> <li><a href="https://info.arxiv.org/help">Help</a></li> </ul> </div> <div class="column"> <ul style="list-style: none; line-height: 2;"> <li> <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" class="icon filter-black" role="presentation"><title>contact arXiv</title><desc>Click here to contact arXiv</desc><path d="M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z"/></svg> <a href="https://info.arxiv.org/help/contact.html"> Contact</a> </li> <li> <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" class="icon filter-black" role="presentation"><title>subscribe to arXiv mailings</title><desc>Click here to subscribe</desc><path d="M476 3.2L12.5 270.6c-18.1 10.4-15.8 35.6 2.2 43.2L121 358.4l287.3-253.2c5.5-4.9 13.3 2.6 8.6 8.3L176 407v80.5c0 23.6 28.5 32.9 42.5 15.8L282 426l124.6 52.2c14.2 6 30.4-2.9 33-18.2l72-432C515 7.8 493.3-6.8 476 3.2z"/></svg> <a href="https://info.arxiv.org/help/subscribe"> Subscribe</a> </li> </ul> </div> </div> </div>   <div class="column" style="padding: 0;"> <div class="columns"> <div class="column"> <ul style="list-style: none; 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Algebraic Topology Oct 2007