2. On the longest arc relation for delta subharmonic functions, with
A. Fryntov and J. Rossi,
3. On the dilatation of univalent planar harmonic mappings,
4. Some estimates for the symmetrized first eigenfunction of the Laplacian,
with T. Bhattacharya,
5. On the Fourier coefficients of homeomorphisms of the circle,
6. Circular means of fine Green's functions and the longest arc relation,
with A. Fryntov and J. Rossi,
7. Estimates for the Green's function in terms of asymmetry, with
T. Bhattacharya,
8. On univalent harmonic mappings and minimal surfaces,
9. Univalent harmonic mappings of annuli and a conjecture of J.C.C.Nitsche,
10. On the Poisson integral of step functions and minimal surfaces,
11. Valency of harmonic mappings onto bounded convex domains, with D. Bshouty
W. Hengartner, and A. Lyzzaik,
12. On the Gauss map of minimal graphs, with D. Bshouty,
13. The logarithmic derivative for minimal surfaces in R^3, with G. Rhoads,
14. On the growth of minimal graphs,
15. Growth of solutions to the minimal surface equation over domains in a half plane,
16. Uniqueness of harmonic mappings with Blaschke dilatations, with D. Bshouty and A. Lyzzaik,
17. On the boundary behavior of univalent harmonic mappings onto convex
domains, with D. Bshouty and A. Lyzzaik,
18. A note on the parabolicity of minimal graphs,
19. Carleman's method and solutions to the minimal surface equation, with V. Miklyukov,
21. On the boundary behavior of univalent harmonic mappings, with D. Bshouty and A. Lyzzaik.
20. Spiraling minimal graphs,
22. A solution to Sheil-Small's harmonic mapping problem for Jordan polygons, with D. Bshouty
and E. Lundberg.
23. On the growth of solutions to the minimal surface equation over domains
containing a half plane, with E. Lundberg.
24. A sharp bound for the growth of minimal graphs
25. Level curves of minimal graphs
26. A lower bound on the growth of minimal graphs
27. Univalent approximation by Fourier series of step functions
Complex Variables Theory and Appl., 1997.
Proc. Amer. Math. Soc., 1998.
Potential Analysis, 1998.
Math. Res.
Letters, 1998.
Complex Variables Theory and Appl., 1998.
A.M.S. Contemporary Mathematics, 1999.
Pacific Journal of Math., 2000.
Israel Jour. Math., 2001.
Bull. Can. Math. Soc., 2002.
Comp. Meth. and Func. Theory, 2002
Complex Variables Theory
and Appl., 2003
Comp. Meth. and Func. Theory, 2004.
Indiana Univ. Math. Jour., 2005.
Communications in Analysis and Geometry, 2005
Journal of Geometric Analysis, 2007
Comp. Meth. and Func. Theory, 2008
Contemporary Mathematics, 2008
Unpublished
Ann. Acad. Sci. Fenn., 2012
Comp. Meth. and Func. Theory, 2014
Proc. Amer. Math. Soc. 2015
Calculus of Variations and Partial Differential Equations. 2015
Computational Methods and Function Theory 2021 (Walter Hayman Memorial Issue)
Communications in Analysis and Geometry 2022
Computational Methods and Function Theory 2024 (Peter Duren Memorial Issue)
ArXiv:2404.15152