Vitas, etc.
Publications:
1. The corona theorem
for domains whose boundary lies in a smooth curve, Proc. Amer. Math.
Soc. 100
(1987), 266-270.
2. An analogue for harmonic functions of Kolmogorov's law of the iterated logarithm, with
Bañuelos, R., and Klemes,
I., Duke J. Math. 57 (1988), 37-68.
3. Some results
in analysis related to the law of the iterated logarithm,
with Bañuelos, R.,
Proceedings of the
Special Year in
Modern Analysis at the University of Illinois, Berkson,
E., Peck, N.T. and Uhl, J., Editors,
Cambridge
University Press, (1989), 47-80.
4. Sharp
estimates for the non-tangential maximal function and the Lusin area function on Lipschitz
domains, with Bañuelos,
R.,
Trans. Amer.
Math. Soc.
312 (1989), 641-662.
5. Laws of the
iterated logarithm, sharp good- lambda inequalities and Lp -estimates for caloric and harmonic
functions, with Bañuelos,
R., Indiana
Univ. Math. J. 38
(1989),
315-344.
6. The lower bound in the law of the iterated logarithm for
harmonic
functions, with Bañuelos,
R., and Klemes,
I. Duke Math. J. 60 (1990), 1-27.
7. Mean growth
of Bloch functions and Makarov's law
of the iterated logarithm, with Bauelos,
R., Proc.
Amer. Math. Soc. 112 (1991), 851-854.
8. Distribution
function inequalities for the density of the area integral,
with Bañuelos, R.,
Ann.
Inst. Fourier 41
(1991),
137-171.
9. Some
inequalities for the density of the area integral, Partial Differential
Equations with minimal smoothness and applications, IMA volumes in
Mathematics
and its applications, Springer-Verlag,
1992, pp.
189-198.
10. Certain lacunary cosine series are recurrent,
with Grubb, D.J., Studia Math. 108 (1)
(1994), 21-23.
11. The
equivalence of two conditions for weight functions for martingales,
with Chang, X.-Q., Statistics and Probability Letters 23 (1995),
129-133.
12. Recurrence
for real lacunary series, Interaction
between Functional Analysis, Harmonic Analysis, and Probability,
Lecture Notes
in Pure and Applied Mathematics 175, Marcel Dekker,
1996, pp. 365-374.
13. Estimates
for the density of the area integral, Potential Theory-ICPT 94,
Walter de Gruyter & Co., Berlin-New
York, 1996.
14. A variant of
Hörmander's condition
for
singular
integrals, with Grubb, D.J., Colloq. Math. 73 (2) (1997), 165-172.
15.
Probabilistic behavior of harmonic functions, with Bañuelos,
R., Birkhãuser Verlag,
Basel, 1999.
16. The
Hele-Shaw problem as a ``Mesa" limit of Stefan problems: Existence,
uniqueness, and regularity of the free boundary, with Blank, I. and
Korten, M., Trans. Amer. Math. Soc. 361, no. 3 (2009), 1241-1268.
17. Regularity for the two-phase Stefan problem, with Korten, M.,
Communications in Pure and Applied Analysis 7, no.3 (2008), 591-600.
18. Existence, uniqueness and regularity of the free boundary in the
Hele-Shaw problem with a degenerate phase, with Blank, I. and Korten,
M., Contemporary Mathematics series of the American
Mathematical Society, volume 428, 2007, 33-42.
19. Fourier series and the delta^2 process, with Abebe, E. and
Graber, J., The Journal of Computational and Applied
Mathematics 224, no. 1 (2009), 146-151
20. The Cauchy problem for the two phase Stefan problem, with Korten,
M., Communications in Applied Analysis 11, no. 1 (2007), 43-52.
21. Fourier series and the Lubkin W-transform, with Bogess, J. and
Bunch, E., Numerical Algorithms 47 (2008), 133-142.
22. Editor (with E. Gavosto, M. Korten, and R. Torres) Harmonic
analysis, partial differential equations, and
related topics,
AMS Contemporary Mathematics series #428, 2007.
23 Random
walks, Ramamujan Mathematical Society Mathematics Newsletter 17, no.3
(2007), 78-84.
24. Uniqueness for solutions of the two-phase Stefan problem with
signed measures as data, with Korten, M., submitted
25. Acceleration of Fourier series, submitted
Contributor,
Comprehensive Dictionary of Mathematics, CRC Press, Boca Raton, Florida,
2001. Wrote over 150 definitions of mathematics terminology comprising
over 35
pages of text.
Reviewer,
Mathematical Reviews. Have written over 60 reviews
of mathematical literature.
Long vita in .pdf
Short vita in .pdf
A
link to my papers on MathSciNet