{"id":45,"date":"2016-11-04T10:59:30","date_gmt":"2016-11-04T14:59:30","guid":{"rendered":"http:\/\/blogs.nd.edu\/chris-schommer-pries\/?page_id=45"},"modified":"2018-02-13T18:11:57","modified_gmt":"2018-02-13T22:11:57","slug":"comprehensive-list-of-talks","status":"publish","type":"page","link":"https:\/\/sites.nd.edu\/chris-schommer-pries\/comprehensive-list-of-talks\/","title":{"rendered":"Comprehensive List of Talks"},"content":{"rendered":"<p>Last updated (July 2017) total count: 119<\/p> <p>* = scheduled<\/p> <h3>2017<\/h3> <ul> <li>Nov\u00a0Indianapolis, IN.<a>Invertible Topological Field Theories\u00a0<\/a>(IU\/PU\/IUPUI Joint Topology Seminar)<\/li> <li>Oct Columbus, OH.The structure of tensor categories via 3-dimensional topology (quantum algebra\/quantum topology seminar)<\/li> <li>Aug. South Bend.\u00a02-Dimensional Topological Field Theories and Commutative Frobenius Algebra.\u00a0RTG Geometry\/Topology summer workshop for undergraduates<\/li> <li>June Regensburg, Germany. Parallels between transchromatic character theory and QFT dimensional reduction (transchromatic homotopy theory conference)<\/li> <li>May Chicago, IL. The structure of tensor categories via 3-dimensional topology (University of Chicago Topology Seminar)<\/li> <li>April South Bend, IN. The algebraic K-theory of manifolds via manifolds (Notre Dame Topology Seminar)<\/li> <li>March Berkeley, CA. Extended topological field theories in low dimensions (UC Berkeley Topology seminar)<\/li> <li>March Berkeley, CA. Pontryagin-Thom as a bridge from homotopy to (higher) categories (UC Berkeley Topology pre-seminar)<\/li> <\/ul> <h3>2016 (10 talks)<\/h3> <ul> <li>Sept. South Bend. Tori detect invertible topological Field Theories.<\/li> <li>Sept. Lafayette, Indiana. Tori detect invertible topological field theories (Midwest Topology Seminar at Purdue)<\/li> <li>May-June Bonn, Germany. The Cobordism Hypothesis (4 lectures as part of a seminar series).<\/li> <li>May Oberwolfach, Germany. Extensions of Bordism Categories.<\/li> <li>May Athens, GA, USA. From 2-Morse functions to presentations (Georgia Topology Conference on Parameterized Morse Theory)<\/li> <li>March Bonn, Germany. Higher Categorical Structures from 3D Topological Field Theories (Closing conference for semester on Higher Structures)<\/li> <li>Jan. South Bend, IN, USA. Topological Field Theories (Colloquium Talk)<\/li> <\/ul> <h3>2015 (7 talks)<\/h3> <ul> <li>Nov. Paris, France. Non-semisimple extended topological field theories (Paris 7)<\/li> <li>Oct. Oxford, England. Extended topological field theory in dimension three. (Clay workshop, Manifolds Unlocking Higher Structures)<\/li> <li>July Aarhus, Denmark. Extended topological field theory in dimension three (New developments in TQFT)<\/li> <li>July Bonn, Germany. Extended 3-dimensional topological field theories (Special Oberseminar)<\/li> <li>June Porto, Portugal. Extended 3-dimensional topological field theories (AMS-EMS-SPM)<\/li> <li>June Bonn, Germany. Extended 3-dimensional topological field theories (Workshop on homotopy theory, manifolds, and field theories).<\/li> <li>March. Oberwolfach (Subfactors and Conformal Field Theory)<\/li> <\/ul> <h3>2014 (12 talks)<\/h3> <ul> <li>Nov. Oxford, England. Extended 3-dimensional topological field theories. (Topology Colloquium)<\/li> <li>Oct. Geneva. Extended 3D TQFTs. (Higher Structures 2014)<\/li> <li>Sept. Oberwolfach, Germany. Rational Homotopy Theory via Quantum Field Theory (Topologie)<\/li> <li>May. Cambridge, England. Classifying 3-dimensional TQFTs via generators and relations (Geometry and Topology seminar)<\/li> <li>April. MSRI Berkeley, CA. TBD (Reimagining the foundations of algebraic topology).<\/li> <li>March. BIRS Banff, Canada. From Higher Morse Theory to the cobordism hypothesis (Parameterized Morse Theory in Low-Dimensional and Symplectic Topology (14w5119))<\/li> <li>March. Erlangen, Germany. Structures on tensor categories inspired by local topological field theory (Structures on Tensor Categories and Topological Field Theories, Lecture Series 6 hours, 6 lectures).<\/li> <li>Feb. ESI Vienna, Austria. Extended Topological Field Theories and Tensor Categories (Modern Trends in Topological Field Theories)<\/li> <\/ul> <h3>2013 (8 talks)<\/h3> <ul> <li>Dec. Luxembourg. String connections and torsion (Higher Lie Theory).<\/li> <li>April. Osnabrueck, Germany. The structure of fusion tensor categories via topological<br \/> field theory. NRW-Topology<\/li> <li>Mar. Bad Boll, Germany. The structure of tensor categories from 3-dimensional topology (Plenary Lecture, Annual meeting of DFG priority program (SPP 1388) in representation theory)<\/li> <li>Jan. Hamburg, Germany. The structure of tensor categories from 3-dimensional topology. (Colloquium Talk).<\/li> <li>Jan. Hamburg, Germany. Dualizability in Low-Dimensional Higher Category Theory (Lecture series 6 hours, 4 lectures)<\/li> <\/ul> <h3>2012 (15 talks)<\/h3> <ul> <li>Dec. Nijmegen, The Netherlands. The structure of tensor categories via 3D topological field theories and topology. (Higher structures on the lower Rhine II).<\/li> <li>Nov. Bonn, Germany. On the Unicity of the Homotopy Theory of Higher Categories. (Uni Bonn topology colloquium)<\/li> <li>Sept. Oberwolfach, Germany. The Structure of Tensor Categories via Local Topological Field Theories and Higher Categories. (Topologie)<\/li> <li>Aug. Bochum, Germany. A Finite Dimensional Model of the String Group (Strings and Automorphic Forms in Topology)<\/li> <li>July. Luminy, France. On the Uniqueness of the Homotopy Theory of Higher Categories. (CATS4 conference)<\/li> <li>June. Notre Dame University. On the Uniqueness of the Homotopy Theory of Higher Categories. (Thematic program on topology and field theories).<\/li> <li>May. Notre Dame University. Dualizability in Low-Dimensional Higher Category Theory (Mini Course (4 lectures)). (Thematic program on topology and field theories).<\/li> <li>May. Wesleyan (Topology Seminar). The Structure of fusion categories.<\/li> <li>March. Notre Dame University (Topology Seminar). On the Uniqueness of the Homotopy Theory of Higher Categories<\/li> <li>March. U. Chicago (Topology Seminar). On the Uniqueness of the Homotopy Theory of Higher Categories<\/li> <li>March. Northwestern (Topology Seminar). On the Uniqueness of the Homotopy Theory of Higher Categories<\/li> <li>Jan. Joint Mathematics Meetings (Boston). On the Uniqueness of the Homotopy Theory of Higher Categories<\/li> <\/ul> <hr \/> <h3>2011 (21 talks)<\/h3> <ul> <li>Dec. Harvard University, Conformal Net Seminar). Invertible Conformal Nets<\/li> <li>Nov. Yale (Algebraic Geometry Seminar). 3-Dimensional Dualizability and the Structure of Fusion Categories<\/li> <li>Nov. Harvard University (Conformal Net Seminar). The Free Fermion Net<\/li> <li>Nov. Mills College, The M\\&#8221;obius Band (Mills College Math Club Student Chapter of the AWM). Tic-Tac-Toe on a Torus! (Undergraduate seminar)<\/li> <li>Nov. UC Berkeley (Topology, Geometry, and Operator Algebras Seminar). The uniqueness of the homotopy theory of higher categories<\/li> <li>Nov. Stanford (Topology Seminar). The Structure of Fusion Categories via Local Topological Field Theories<\/li> <li>Oct. MIT (Topology Seminar). On the Uniqueness of the Homotopy Theory of Higher Categories<\/li> <li>July. MIT (QFT Seminar). Turaev-Viro TQFTs via planar algebras<\/li> <li>June. Ruhr-Universit\\&#8221;at, Bochum (Topology Seminar). Extensions of 2-Groups and a Finite Dimensional String Group<\/li> <li>June. University of Copenhagen (Topology Seminar). The Structure of Fusion Categories via Topological Quantum Field Theories<\/li> <li>May. Hamburg, Germany, Higher Structures in Topology and Geometry V. The Structure of Fusion Categories via Topological Quantum Field Theories<\/li> <li>April. University of Pensilvania (Deformation Theory Seminar). The Structure of Fusion Categories via Topological Quantum Field Theories<\/li> <li>April. Columbia University (Symplectic Geometry, Gauge Theory, and Categorification Seminar). The Structure of Fusion Categories via Topological Quantum Field Theories<\/li> <li>April. Notre Dame, Colloquium. The Structure of Fusion Categories via Topological Quantum Field Theories<\/li> <li>April. Chicago, Midwest Topology Seminar. Dualizability and Locality in 3D Topological Field Theory<\/li> <li>Feb. Lisbon, Portugal, Workshop and School on Higher Gauge Theory, TQFT and Quantum Gravity. Two-Dimensional Extended Topological Field Theories (6 hours Mini-course lectures)<\/li> <li>Jan. UT Austin (GADGET). The space of framed Morse functions is contractible, after S. Galatius<\/li> <li>Jan. UT Austin (Geometry Seminar).Dualizability and Locality in 3D Topological Field Theory<\/li> <\/ul> <hr \/> <h3>2010 (6 talks)<\/h3> <ul> <li>Nov. MIT (Geometry and Topology Seminar). Classifying Extended Topological Field Theories in Low Dimensions<\/li> <li>Sept. MIT (Topology Seminar). Dualizability and Locality in 3D Topological Field Theory<\/li> <li>May. MIT (Baby Topology Seminar). 2-Groups and 2-Group Cohomology<\/li> <li>March. Notre Dame (Topology Seminar). Homological Algebra for Bicategories (with applications to the String Group)<\/li> <li>March. U. Illinois Urbana-Champaign (Mathematical Physics Seminar). Classifying Local Topological Field Theories in Low Dimensions<\/li> <li>Jan. Berkeley, Topology and Quantization (FRG). Homological Algebra in Dimension Two (With Applications to the String Group)<\/li> <\/ul> <hr \/> <h3>2009 (13 talks)<\/h3> <ul> <li>Dec. Boston University (Geometry Seminar). Classifying Local Topological Field Theories in Low Dimensions<\/li> <li>Nov. MIT (Juvi-Topology Seminar). Topological Cyclic Homology and Friends<\/li> <li>Oct. Northwestern (Geometry and Physics Seminar). Classifying Local Topological Field Theories in Low Dimensions<\/li> <li>Sept. MIT (Topology Seminar). Extensions of 2-Groups and a Finite Dimensional String Group<\/li> <li>Sept. Harvard, Topology and Quantization (FRG). Classifying Local Topological Field Theories in Low Dimensions)<\/li> <li>July. Georg-August Universit\\&#8221;at, G\\&#8221;ottingen. A Finite Dimensional String Group and Extensions of Topological 2-Groups<\/li> <li>July. Max-Planck Institute for Mathematics (Algebra, Geometry and Physics Seminar). Classifying Local Topological Field Theories in Low Dimensions<\/li> <li>June. Oberwolfach, Strings, Fields, and Topoogy. D-Branes, Defects, and Natural Transformations of Topological Field Theories<\/li> <li>May. UC Berkeley. D-Branes, Defects and Natural Transformations of Topological Field Theories<\/li> <li>April. Notre Dame (Topology Seminar) Classifying Extended Topological Field Theories in Low Dimensions<\/li> <li>April. UC Berkeley. Classifying Extended Topological Field Theories in Low Dimensions<\/li> <li>Feb. UC Berkeley (Hot Topics Seminar). Complete Segal Spaces and $(\\infty, n)$-Categories after Jacob Lurie (2 Talks)<\/li> <\/ul> <hr \/> <h3>2008 (6 talks)<\/h3> <ul> <li>Dec. UC Berkeley (Subfactor Seminar). An Introduction to TQFTs via Planar Algebras<\/li> <li>Sept-Oct. UC Berkeley. A Finite Dimensional String Group (3 lectures)<\/li> <li>Sept. UC Berkeley. Topological Group Cohomology<\/li> <li>June. Hausdorff Research Institute, Bonn (Special Seminar). Classification of Extended 2D TQFTs<\/li> <\/ul> <hr \/> <h3>2007 (9 talks)<\/h3> <ul> <li>Nov. UC Berkeley. Functors for Bicategories<\/li> <li>Oct. UC Berkeley (Hot Topics Seminar). $A_\\infty$-Categories and TCFTs.<\/li> <li>Oct. Notre Dame (Topology Seminar). Two-Dimensional Topological Quantum Field Theories<\/li> <li>Oct. UC Berkeley. Bicategories<\/li> <li>Sept. UC Berkeley. Two-Dimensional Topological Quantum Field Theories<\/li> <li>Aug. Kahului, Subfactors in Maui. What is an n-Category?<\/li> <li>April. Oberwolfach, Arbeitsgemeinschaft: Algebraic Structures in Conformal Field Theory. Subfactors and TQFTs<\/li> <li>March. UC Berkeley (Subfactors Seminar). Subfactors and 2+1 TQFTs<\/li> <li>Feb. UC Berkeley (Topology Seminar). What is an $N$-Category?<\/li> <\/ul> <hr \/> <h3>2006 (total up to this point = 7 talks)<\/h3> <ul> <li>Nov. UC Berkeley. Spectral Schemes and Spectral Stacks<\/li> <li>Feb. UC Berkeley. The Classification of Holonomy Groups (2 Lectures)<\/li> <\/ul> <hr \/> <h3>2005<\/h3> <ul> <li>Nov. UC Berkeley. Examples of CFTs via Lattices<\/li> <li>Oct. UC Berkeley. Conformal Field Theory<\/li> <\/ul> <div> <hr \/> <\/div> <h3>2004<\/h3> <ul> <li>Oct. UC Berkeley. Calibrated Geometry and Spinors<\/li> <\/ul> <hr \/> <h3>2001<\/h3> <ul> <li>Nov. San Diego, Joint Meetings. Examples of Cayley Manifolds in $\\mathbb{R}^8$ (as an undergraduate)<\/li> <\/ul> ","protected":false},"excerpt":{"rendered":"<p>Last updated (July 2017) total count: 119 * = scheduled 2017 Nov\u00a0Indianapolis, IN.Invertible Topological Field Theories\u00a0(IU\/PU\/IUPUI Joint Topology Seminar) Oct Columbus, OH.The structure of tensor categories via 3-dimensional topology (quantum algebra\/quantum topology seminar) Aug. South Bend.\u00a02-Dimensional Topological Field Theories and Commutative Frobenius Algebra.\u00a0RTG Geometry\/Topology summer workshop for undergraduates June Regensburg, Germany. Parallels between transchromatic character [&hellip;]<\/p>\n","protected":false},"author":2296,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-45","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/pages\/45","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/users\/2296"}],"replies":[{"embeddable":true,"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/comments?post=45"}],"version-history":[{"count":10,"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/pages\/45\/revisions"}],"predecessor-version":[{"id":126,"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/pages\/45\/revisions\/126"}],"wp:attachment":[{"href":"https:\/\/sites.nd.edu\/chris-schommer-pries\/wp-json\/wp\/v2\/media?parent=45"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}