Unless otherwise specified, the titles which are hyperlinks point to dvi files.

Jan Cheah

• On the cohomology of Hilbert schemes of points, Journal of Algebraic Geo metry, Vol. 5, 1996, pg. 479-511.
• The Hodge polynomial of the Fulton-MacPherson compactification of config uration spaces, American Journal of Mathematics, Vol. 118, No. 5, 1996, pg. 963 -977.
• Cellular decompositions for various nested Hilbert schemes of points, Pacific Journal of Mathematics, vol. 183, no. 1, (1998), pp. 39-90.
• The virtual Hodge polynomials of nested Hilbert schemes and related varieties, Mathematische Zeitschrift, vol. 227, no. 3, (1998), pp. 479-504.

Richard Crew

• Canonical Extensions, Irregularities, and the Swan Conductor, Mathematische Annalen 316, (2000) pp 19-37.
• Finiteness theorems for the cohomology of an overconvergent isocrystal on a curve, Ann. Sc. Ec. Norm. Sup. 31 (1998) pp 717-763.
• Differential Galois theory of regular singular p-adic differential equations, Mathematische Annalen 305 (1996) pp 46-54.
• Kloosterman sums and the monodromy of a p-adic hypergeometric equation, Compositio Mathematica 91 (1994) pp 1-36.

Chat Ho

• Finite projective planes with abelian transitive collineation groups , J. Algebra 208 (1998) 533-550
• Incidence matrices and collineations of finite projective planes , Designs, Codes and Cryptography 18 (1999), 159-162
• Alternating groups as collineation groups , To appear, J. Algebra  (joint work with Goncalves)

Kevin Keating

• Signed shape tilings of squares, To appear, Discrete Math.
• Intersection numbers of Heegner divisors on Shimura curves  (joint work with Dave Roberts).

Peter Sin

• The permutation module for GL(n,q) acting on projective space and on its natural module, To appear, JLMS  (joint work with M. Bardoe)
• The binary code generated by quadrics in a finite projective space (joint work with N. S. N. Sastry)
• The permutation module of a symplectic vector space over a field of prime order
• The elementary divisors of the incidence matrices of points and linear subspaces of projective space over a field of prime order, To appear, J. Algebra

John Thompson

• On Brauer's k(B)-problem
• The Fields QAn
• Symplectic Groups As Galois Groups
• Symplectic Groups As Galois Groups, II
• Incidence Matrices of Finite Projective Planes and their Eigenvalues
• k(Un(Fq))
• k(Un(Fq)),II
• (Us(F),Ur(F)) double cosets in U(F)
• (Us(F),Ur(F)) double cosets, II
• (Us(F),Ur(F)) double cosets, III
• Primitive Groups and Separating Sets

Pham Huu Tiep

• Low-dimensional representations of special linear groups in cross characteristic, Proc. London Math. Soc. 78 (1999), 116 - 138  (joint work with R. Guralnick)
• Symplectic group lattices, Trans. Amer. Math. Soc. 351 (1999), 2101 - 2139   (joint work with R. Scharlau)
• Congruences for certain theta series, J. Number Theory 77 (1998), 86 - 105 (joint work with N. Dummigan)
• Lower bounds for the minima of certain symplectic and unitary group lattices, Amer. J. Math. 121 (1999), 889 - 918  (joint work with N. Dummigan)
• Irreducible tensor products of representations of quasi-simple finite groups of Lie type   (joint work with K. Magaard)
• Globally irreducible representations of SL(3,q) and SU(3,q) , Israel J. Math. 109 (1999), 225 - 251
• Modular representations of GL(3,p) and mod-p Galois representations, To appear, J. Algebra,  (joint work with A. Ash)

Alexandre Turull

• Curriculum vitae and publication list

Helmut Voelklein

• Groups as Galois Groups: An Introduction, Cambridge Studies in Advanced Mathematics 53, Cambridge University Press 1996 (Postscript file)
• The inverse Galois problem and rational points on moduli spaces, Math. Annalen 290 (1991), 771-800  (with M. Fried)
• The embedding problem over a Hilbertian PAC-field, Annals of Math. 135 (1992), 469-481  (with M. Fried)
• PSL(2,q) and extensions of Q(x), Bulletin AMS 24 (1991), 145-153
• Rigid generators of classical groups, Math. Annalen 311 (1998), 421-438
• Symplectic groups as Galois groups, J of Group Theory 1 (1998), 1-58  (with J. Thompson)
• Curves with an infinite rational geometric fundamental group, pp. 85-118 in: London Math. Soc. Lecture Notes 256 Cambridge Univ. Press (1999)   (with G. Frey and E. Kani)

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