Published papers of David Singman
George Mason University
Back to
homepage
19) Minimal fine limits on trees, with K.
GowriSankaran, Illinois.
J. Math.
48 (2004), 359-389.
pdf
file
18) Distributions and Measures on the boundary of a
tree, with Joel Cohen and Flavia Colonna, Journal of
Mathematical
Analysis and Applications, 293 (2004), 89-107.
pdf file
17) Trees as Brelot spaces, with Ibtesam Bajunaid,
Joel
Cohen, Flavia Colonna, Advances in Applied Mathematics, 30
(2003),
no 4, 706-745.
pdf
file
16) Tangential limits of potentials on homogeneous
trees,
with K. GowriSankaran, Potential analysis, 18 (2003),
no
1, 79-96.
pdf
file
15) Polyharmonic functions on trees, with Joel
Cohen,
Flavia Colonna, K. GowriSankaran, American Journal of Mathematics, 124
(2002), no 5, 999-1043.
pdf file
14) A projection theorem and tangential boundary
behavior
of potentials, with K. GowriSankaran, Proceedings of the American
Mathematical
Society, 129 (2001), no 2, 397-405.
pdf file
13) Minimal fine limits for a class of
potentials,
with K. GowriSankaran, Potential Analysis, 13 (2000),
no.
2, 103-114.
pdf
file
12) Thin sets and boundary behavior of solutions of
the
Helmholtz equation, with K. GowriSankaran, Potential Analysis, 9
(1998), no. 4, 383-398.
pdf file
11) A generalized Littlewood theorem for Weinstein
potentials
on a halfspace, with K. GowriSankaran, Illinois J. Math, 41
(1997), no. 4, 630-647.
pdf file
10) Intermittent oscillation and tangential
growth
of functions with respect to Nagel-Stein regions on a half-space, with
Robert Berman, Illinois J. Math., 38 (1994), no. 1,
19-46.
pdf
file
9) Lower derivatives of functions of finite
variation
and generalized BCH sets, J. Math. Ann. and App., 173
(1993), no. 2, 483-496.
pdf
file
8) Boundary behavior of positive solutions of
the
Helmholtz equation and Helmholtz potentials, with Robert Berman, Michigan
Math. J., 38 (1991), no. 3, 381-393.
pdf
file
7) Generalized local Fatou theorems and area
integrals,
with B. A. Mair and Stanton Philipp, Trans.
Amer. Math. Soc., 321 (1990), no. 1,
401-413.
pdf file
6) A converse Fatou theorem on homogeneous spaces,
with
B. A. Mair and Stanton Philipp, Illinois J. Math., 33
(1989),
no. 4, 643-656.
pdf file
5) A converse Fatou theorem, with B. A. Mair and
Stanton Philipp, Michigan Math. J.,36
(1989), no. 1, 3-9.
pdf file
4) Boundary behavior of invariant Green's
potentials
on the unit ball of C^n, with K.T. Hahn, Trans. Amer. Math. Soc.,309
(1988), no. 1, 339-354.
pdf file
3) A generalized Fatou theorem, with B. A.
Mair,
Trans.
Amer. Math. Soc., 300 (1987), no. 2, 705-719.
pdf file
2) Removable singularities for n-harmonic functions
and
Hardy classes in polydiscs, Proc. Amer. Math. Soc., 90
(1984),
no. 2, 299-302.
pdf file
1) Exceptional sets in a product of harmonic spaces,
Math.
Annalen, 262 (1983), no. 1, 29-43.
pdf
file