Porto / Albany / Oberwohlfach / San Antonio / Montreal / Ottawa / Austin / Newark / College Station / Salt Lake City / Easton / Seville / Article / Lyon / Binghamton / Lincoln / Durham / Marseille / Cinncinnati / Bedlewo / Braga / Dijon / Pasadena / Warwick / Boston / Bath / Palo Alto / New York / Pisa / Banff / Athens / New Orleans / Haifa / Ashland / Nashville / Park City / Lexington / Mobile / Tampa / London / Edinburgh / /
Company
Computational / Cambridge University Press / Illinois Journal / Lattices / World Scientific / Artin / Coxeter / Whitehead / Geometric Semigroup / RESEARCH INTERESTS Geometric Group / Combinatorial Methods / Semigroup / Monoids / /
Country
France / Canada / Portugal / United Kingdom / Israel / Scotland / Germany / Italy / Poland / United States / Singapore / Spain / / /
Facility
Texas A&M University / Fields Institute / Southern Oregon University / Chabot College / Heriot-Watt University / University of Illinois / Mathematical Sciences Research Institute / Marquette University / Mathematics University of California / Park City Mathematics Institute / Columbia University / Lafayette College / Vanderbilt University / University of Kentucky / Rutgers University / Texas University / University of Southampton / American Institute of Mathematics / University of Texas / University of Michigan / University of Porto / University of North Texas / University of California / University of Bath / University of New York / Bethel College / University of Oklahoma / Square Complexes / Bethel College Fall Festival / University of Chicago / State University of New York / Cornell University / University of Nebraska-Lincoln / University of Nebraska / Conference Center / California Polytechnic State University / The Ohio State University / Mt. Holyoke College / Rice University / State University / San Jose State University / /
IndustryTerm
free groups / pure braid groups / automorphism / hyperbolic groups / pure braid / orthogonal groups / pure symmetric automorphism groups / braid groups / free aperiodic groups / class groups / /
Organization
Marquette University / Cambridge University / University of California / State University / Columbus / University of Michigan / Ann Arbor / University of North Texas / Mathematical Sciences Research Institute / Rutgers University / Fields Institute / Mt. Holyoke College / California Polytechnic State University / San Luis Obispo / Rice University / Cornell University / Columbia University / New York / Institute for Advanced Studies / Mathematics Graduate Student Organization / University of Porto / Porto / Lafayette College / Texas A&M University / Bethel College / University of Nebraska-Lincoln / University of Texas / University of Oklahoma / Chabot College / Rice University / Houston / American Institute of Mathematics / University of Bath / National Science Foundation / Southern Oregon University / M.I.T / University of Chicago / Chicago / Institute for Mathematics / The Ohio State University / Columbus / SUNY / State University of New York / University of Illinois / Heriot-Watt University / University of Kentucky / Vanderbilt University / JON MCCAMMOND ADDRESS Department / San Jose State University / Park City Mathematics Institute on Geometric Combinatorics / University of Southampton / American Mathematical Society Mathematical Association of America / /
Person
U. C. Santa Barbara / Marquette Symposium / Arnold M. Wedel / E. Letzter / Paul Schupp / Rena Levitt / JON MCCAMMOND / John Rhodes / Dan Margalit / John Stallings / EDUCATIONAL BACKGROUND / / /
Position
General / Associate Professor / editor / Principal Investigator / Assistant Professor / chair / Professor / /
ProvinceOrState
Nebraska / Ohio / Alabama / Louisiana / New York / Michigan / Utah / Oklahoma / California / Texas / Kansas / New Jersey / Kentucky / Illinois / Oregon / Pennsylvania / Florida / Massachusetts / /
PublishedMedium
the Journal of Algebraic Combinatorics / the Illinois Journal / American Mathematical Monthly / Mathematische Annalen / Geometry and Topology / /
Region
Southern Oregon / central U.S. / Eastern Pennsylvania / North Texas / /
JON MCCAMMOND ADDRESS Department of Mathematics University of California, Santa Barbara Santa Barbara, California[removed]Email: [removed]