2014 | ICTP, Trieste, Italy | Numerical verification of Deligne's Conjecture for HGMs |
CNTA XIII, Ottawa | Division polynomials with Galois group SU3(3).2 = G2(2) | |
U of Warwick, England | An LMFDB perspective on motives | |
U of Nebraska, Omaha | Primitive extensions of Qp | |
U of Nebraska, Omaha | A database of number fields | |
Oberwolfach, Germany | Lightly ramified number fields (with an eye to automorphic forms) | |
2013 | University of Chicago | Hypergeometric motives and their wild ramification |
Northwestern University | Hypergeometric motives and their wild ramification | |
Oberwolfach, Germany | Hurwitz number fields | |
U of Sydney, Australia | Motivic computations in Magma | |
UNC Greensboro | Hurwitz number fields | |
UNC Greensboro | Computing Galois groups II | |
UNC Greensboro | Computing Galois groups I | |
UNC Greensboro | Introduction to number fields | |
Arizona State | Number fields coming from covers of M0,5 | |
Arizona State | The exotic dodecahedron M0,5 | |
2012 | Collège de France | Hypergeometric motives and their division polynomials |
Stanford | Covers of M0,5 and number fields | |
ICTP, Trieste, Italy | Hypergeometric motives and their division polynomials | |
ICTP, Trieste, Italy | The inverse Galois problem | |
U of Wisconsin, Madison | Lightly ramified S.M12.A number fields | |
Arizona State | Lightly ramified S.M12.A number fields | |
2011 | Stanford | Hurwitz number fields |
2010 | CNTA-11, Nova Scotia | Ramification in moduli fields |
Stanford | Chebyshev covers and exceptional number fields | |
2009 | U of Calgary | Nonsolvable polynomials with discriminant 5A |
Arizona State | Arboreal dessins d'enfants | |
2008 | ANTS-8, Banff | Number fields ramified at one prime |
UMM | Dessins d'enfants | |
Arizona State | Chebyshev covers and exceptional number fields | |
U of Nebraska, Omaha | Chebyshev covers and exceptional number fields | |
2007 | U of Texas, Austin | Chebyshev covers and exceptional number fields |
SJTN Madrid | Una conjetura de finitud para cuerpos de números | |
Arizona State | Wild Partitions and Number Theory | |
2006 | UMM | A new result in game theory |
U of Florida | Fractalized cyclotomic polynomials | |
U of Florida | A database of local fields | |
Arizona State | Fractalized cyclotomic polynomials | |
Arizona State | Octic 2-adic fields | |
2005 | U of Wisconsin, Madison | Fractalized cyclotomic polynomials |
U of Nebraska, Omaha | A database of local fields | |
2004 | CNTA-8 Toronto | Singular primes for three point covers |
2003 | Arizona State | Generic polynomials with small discriminant |
2002 | UMM | Discriminants of Yablonsky-Vorobiev polynomials |
CNTA-7 Montreal | An ABC construction of number fields | |
2001 | Arizona State | Discriminants of some Painleve polynomials |
2000 | Millennial NT conference, U of Illinois | Roots of generalized Jacobi polynomials |
1999 | AMS meeting, San Antonio | Number fields with prescribed ramification |
UMM | Rigid Matrix Tuples | |
1998 | Arizona State | Three point covers and remarkable polynomials |
ANTS-III, Portland | Searches for number fields | |
Rutgers | ABC construction of PQ fields | |
1997 | Rutgers | Modular forms with conductor 2a |
Rutgers | Number fields with prescribed ramification | |
1996 | U of California at Irvine | Motivic Galois groups of some genus two curves |
CNTA-5 Ottawa | Sextic number fields with discriminant -j 2a 3b | |
1995 | Caltech | Character measures I,II,III |
Arizona State | Character measures | |
AMS meeting, Chicago | Computing motivic Galois groups | |
U of Southern California | Computing motivic Galois groups | |
1994 | U of Chicago | A motivic inverse problem and some solutions |
1993 | U of Toronto | Equidistribution in motivic Galois groups I,II |
U of Saskatoon | Motives and de Rham cohomology | |
1992 | Arizona State | Motivic Galois groups |
Arizona State | Numerical computation with motivic L-functions | |
1991 | CMS meeting, Montreal | Equidistribution in motivic Galois groups |
1990 | U of Chicago | Introduction to motives I,II,III,IV,V |
U of Illinois | Motives and Langlands reciprocity | |
1988 | U of Chicago | Gross-Zagier formula for Shimura curves |
U of Michigan | Gross-Zagier formula for Shimura curves |