Rodrigo Bañuelos
| [1] | R. Bañuelos and T. Wolff. Note on H2
on
planar domains. Proc. Amer. Math. Soc., 95(2):217-218, 1985. [http ] |
| [2] | Rodrigo Bañuelos. Martingale transforms and related
singular
integrals. Trans. Amer. Math. Soc., 293(2):547-563, 1986. [http ] |
| [3] | Rodrigo Bañuelos. Brownian motion and area functions. Indiana
Univ. Math. J., 35(3):643-668, 1986. [http ] |
| [4] | Rodrigo Bañuelos and Bernt Øksendal. A
stochastic
approach to quasi-everywhere boundary convergence of harmonic
functions. J. Funct. Anal., 72(1):13-27, 1987. [http ] |
| [5] | Rodrigo Bañuelos. A note on martingale transforms and A
p-weights. Studia Math., 85(2):125-135, 1987. [http ] |
| [6] | R. Bañuelos and B. Øksendal. Exit
times for
elliptic diffusions and BMO. Proc. Edinburgh Math. Soc. (2),
30(2):273-287, 1987. [http ] |
| [7] | Rodrigo Bañuelos. On an estimate of Cranston and
McConnell for
elliptic diffusions in uniform domains. Probab. Theory Related
Fields, 76(3):311-323, 1987. [http ] |
| [8] | Rodrigo Bañuelos. A sharp good-λ inequality with an
application
to Riesz transforms. Michigan Math. J., 35(1):117-125, 1988. [http ] |
| [9] | Rodrigo Bañuelos, Ivo Klemes, and Charles N.
Moore. An
analogue for harmonic functions of Kolmogorov's law of the iterated
logarithm. Duke Math. J., 57(1):37-68, 1988. [http ] |
| [10] | Rodrigo Bañuelos and Andrew G. Bennett.
Paraproducts and
commutators of martingale transforms. Proc. Amer. Math. Soc.,
103(4):1226-1234, 1988. [http ] |
| [11] | Rodrigo Bañuelos and Charles N. Moore. Sharp
estimates for
the nontangential maximal function and the Lusin area function in
Lipschitz domains. Trans. Amer. Math. Soc., 312(2):641-662,
1989. [http ] |
| [12] | Rodrigo Bañuelos and Charles N. Moore. Laws of
the iterated
logarithm, sharp good-λ inequalities and L p-estimates
for caloric and harmonic functions. Indiana Univ. Math. J.,
38(2):315-344, 1989. [http ] |
| [13] | Rodrigo Bañuelos and Burgess Davis. Heat kernel,
eigenfunctions,
and conditioned Brownian motion in planar domains. J. Funct. Anal.,
84(1):188-200, 1989. [http ] |
| [14] | Rodrigo Bañuelos and Charles N. Moore. Some
results in
analysis related to the law of the iterated logarithm. In Analysis
at Urbana, Vol. I (Urbana, IL, 1986-1987), volume 137 of London
Math. Soc. Lecture Note Ser., pages 47-80. Cambridge Univ. Press,
Cambridge, 1989. [http ] |
| [15] | Rodrigo Bañuelos, Richard F. Bass, and Krzysztof
Burdzy. A
representation of local time for Lipschitz surfaces. Probab.
Theory Related Fields, 84(4):521-547, 1990. [http ] |
| [16] | R. Bañuelos, I. Klemes, and C. Moore.
The lower
bound in the law of the iterated logarithm for harmonic functions. Duke
Math. J., 60(3):689-715, 1990. [http ] |
| [17] | Rodrigo Bañuelos and Charles N. Moore. Mean
growth of Bloch
functions and Makarov's law of the iterated logarithm. Proc. Amer.
Math. Soc., 112(3):851-854, 1991. [http ] |
| [18] | R. Bañuelos and Ch. N. Moore. Distribution
function
inequalities for the density of the area integral. Ann. Inst.
Fourier (Grenoble), 41(1):137-171, 1991. [http ] |
| [19] | Rodrigo Bañuelos. Intrinsic ultracontractivity and
eigenfunction
estimates for Schrödinger operators. J. Funct. Anal.,
100(1):181-206, 1991. [http ] |
| [20] | Rodrigo Bañuelos, Richard F. Bass, and Krzysztof
Burdzy.
Hölder domains and the boundary Harnack principle. Duke Math.
J., 64(1):195-200, 1991. [http ] |
| [21] | Rodrigo Bañuelos. Lifetime and heat kernel estimates
in
nonsmooth domains. In Partial differential equations with minimal
smoothness and applications (Chicago, IL, 1990), volume 42 of
IMA Vol. Math. Appl., pages 37-48. Springer, New York,
1992. [http ] |
| [22] | Rodrigo Bañuelos and Burgess Davis. Sharp estimates
for
Dirichlet eigenfunctions in horn-shaped regions. Comm. Math. Phys.,
150(1):209-215, 1992. [ http ] |
| [23] | Rodrigo Bañuelos and Burgess Davis. A geometrical
characterization of intrinsic ultracontractivity for planar domains
with boundaries given by the graphs of functions. Indiana Univ.
Math. J., 41(4):885-913, 1992. [ http ] |
| [24] | Rodrigo Bañuelos and Tom Carroll. Conditioned Brownian
motion
and hyperbolic geodesics in simply connected domains. Michigan
Math. J., 40(2):321-332, 1993. [ http ] |
| [25] | Rodrigo Bañuelos and Jean Brossard. The area integral
and its
density for BMO and VMO functions. Ark. Mat., 31(2):175-196,
1993. [ http ] |
| [26] | Rodrigo Bañuelos and Burgess Davis. Erratum: ``Sharp
estimates
for Dirichlet eigenfunctions in horn-shaped regions'' [Comm. Math.
Phys. 150 (1992), no. 1, 209-215; MR1188505 (93i:35020)]. Comm.
Math. Phys., 162(1):215-216, 1994. [ http ] |
| [27] | Rodrigo Bañuelos and Tom Carroll. Brownian motion and
the
fundamental frequency of a drum. Duke Math. J.,
75(3):575-602, 1994. [ http ] |
| [28] | Rodrigo Bañuelos. Isoperimetric-type problems for
brownian and
conditioned brownian motion, preprint, ims workshop on brownian motion
and analysis, chapel hill, nc, june 1994., 1994. [ html ] |
| [29] | Rodrigo Bañuelos and Tom Carroll. An improvement of
the Osserman
constant for the bass note of a drum. In Stochastic analysis
(Ithaca, NY, 1993), volume 57 of Proc. Sympos. Pure
Math., pages 3-10. Amer. Math. Soc., Providence, RI, 1995. [ http ] |
| [30] | Rodrigo Bañuelos and Elizabeth Housworth. An
isoperimetric-type
inequality for integrals of Green's functions. Michigan Math. J.,
42(3):603-611, 1995. [ http ] |
| [31] | Rodrigo Bañuelos and Antônio
Sá Barreto. On
the heat trace of Schrödinger operators. Comm. Partial
Differential Equations, 20(11-12):2153-2164, 1995. [ http ] |
| [32] | Rodrigo Bañuelos and Gang Wang. Sharp inequalities for
martingales with applications to the Beurling-Ahlfors and Riesz
transforms. Duke Math. J., 80(3):575-600, 1995. [ http ] |
| [33] | R. Bañuelos. Sharp estimates for Dirichlet
eigenfunctions
in simply connected domains. J. Differential Equations,
125(1):282-298, 1996. [ http ] |
| [34] | Rodrigo Bañuelos and Tom Carroll. Addendum to:
``Brownian motion
and the fundamental frequency of a drum'' [Duke Math. J. 75
(1994), no. 3, 575-602; MR1291697 (96m:31003)]. Duke Math. J.,
82(1):227, 1996. [ http ] |
| [35] | R. Bañuelos and M. van den Berg.
Dirichlet
eigenfunctions for horn-shaped regions and Laplacians on cross
sections. J. London Math. Soc. (2), 53(3):503-511, 1996. [ http ] |
| [36] | Rodrigo Bañuelos and Gang Wang. Orthogonal martingales
under
differential subordination and applications to Riesz transforms. Illinois
J. Math., 40(4):678-691, 1996. [ http ] |
| [37] | Rodrigo Bañuelos and Arthur Lindeman, II. A martingale
study of
the Beurling-Ahlfors transform in R n. J.
Funct. Anal., 145(1):224-265, 1997. [ http ] |
| [38] | Rodrigo Bañuelos and Pawel Kröger.
Isoperimetric-type
bounds for solutions of the heat equation. Indiana Univ. Math. J.,
46(1):83-91, 1997. [ http ] |
| [39] | Rodrigo Bañuelos and Robert G. Smits. Brownian
motion in
cones. Probab. Theory Related Fields, 108(3):299-319, 1997. [ http ] |
| [40] | Rodrigo Bañuelos, Tom Carroll, and Elizabeth
Housworth. Inradius
and integral means for Green's functions and conformal mappings. Proc.
Amer. Math. Soc., 126(2):577-585, 1998. [ http ] |
| [41] | Rodrigo Bañuelos and A.J. Lindeman. The martingale
structure of
the beurling-ahlfors transform, unpublished paper, the martingale
structure of the beurling-ahlfors transform, unpublished paper,, 1998. [ html ] |
| [42] | Rodrigo Bañuelos. Lifetime of conditioned brownian
motion and
related estimates for heat kernels, eigenfunctions and eigenvalues in
euclidean domains. msri lectures, 1998. [ http ] |
| [43] | Rodrigo Bañuelos and Michael M. H. Pang. Lower
bound
gradient estimates for solutions of Schrödinger equations and heat
kernels. Comm. Partial Differential Equations,
24(3-4):499-543, 1999. [ http ] |
| [44] | Rodrigo Bañuelos and Krzysztof Burdzy. On the ``hot
spots''
conjecture of J. Rauch. J. Funct. Anal., 164(1):1-33, 1999. [ http ] |
| [45] | Rodrigo Bañuelos and Charles N. Moore. Probabilistic
behavior of harmonic functions, volume 175 of Progress in
Mathematics. Birkhäuser Verlag, Basel, 1999. [ http ] |
| [46] | Rodrigo Bañuelos and Gang Wang. Davis's inequality for
orthogonal martingales under differential subordination. Michigan
Math. J., 47(1):109-124, 2000. [ http ] |
| [47] | Rodrigo Bañuelos and Pedro J.
Méndez-Hernández. Sharp inequalities for heat kernels of
Schrödinger operators and applications to spectral gaps. J.
Funct. Anal., 176(2):368-399, 2000. [ http ] |
| [48] | R. Bañuelos and T. Carroll. Extremal
problems for
conditioned Brownian motion and the hyperbolic metric. Ann. Inst.
Fourier (Grenoble), 50(5):1507-1532, 2000. [ http ] |
| [49] | Rodrigo Bañuelos. In search of hot spots. (article
published in
our department news letter, math purview, summer 2000, for our alumni
and friends of the department.), 2000. [ http ] |
| [50] | Rodrigo Bañuelos, Rafal Latala, and Pedro J.
Méndez-Hernández. A Brascamp-Lieb-Luttinger-type
inequality and applications to symmetric stable processes. Proc.
Amer. Math. Soc., 129(10):2997-3008 (electronic), 2001. [ http ] |
| [51] | Rodrigo Bañuelos, R. Dante DeBlassie, and Robert
Smits. The
first exit time of planar Brownian motion from the interior of a
parabola. Ann. Probab., 29(2):882-901, 2001. [ http ] |
| [52] | Rodrigo Bañuelos and Pawel Kröger. Gradient
estimates for
the ground state Schrödinger eigenfunction and applications. Comm.
Math. Phys., 224(2):545-550, 2001. [ http ] |
| [53] | Rodrigo Bañuelos, M. van den Berg, and Tom
Carroll.
Torsional rigidity and expected lifetime of Brownian motion. J.
London Math. Soc. (2), 66(2):499-512, 2002. [ http ] |
| [54] | R. Bañuelos and P. J.
Méndez-Hernández.
Space-time Brownian motion and the Beurling-Ahlfors transform. Indiana
Univ. Math. J., 52(4):981-990, 2003. [ http ] |
| [55] | Rodrigo Bañuelos and Michael Pang. An inequality for
potentials
and the ``hot-spots'' conjecture. Indiana Univ. Math. J.,
53(1):35-47, 2004. [ http ] |
| [56] | Rodrigo Bañuelos and Tadeusz Kulczycki. The Cauchy
process and
the Steklov problem. J. Funct. Anal., 211(2):355-423, 2004. [ http ] |
| [57] | Rodrigo Bañuelos and Krzysztof Bogdan. Symmetric
stable
processes in cones. Potential Anal., 21(3):263-288, 2004. [ http ] |
| [58] | Rodrigo Bañuelos, Michael Pang, and Mihai Pascu.
Brownian motion
with killing and reflection and the ``hot-spots'' problem. Probab.
Theory Related Fields, 130(1):56-68, 2004. [ http ] |
| [59] | Rodrigo Bañuelos and Tom Carroll. Sharp integrability
for
Brownian motion in parabola-shaped regions. J. Funct. Anal.,
218(1):219-253, 2005. [ http ] |
| [60] | Rodrigo Bañuelos and Krzysztof Bogdan. Symmetric
stable
processes in parabola-shaped regions. Proc. Amer. Math. Soc.,
133(12):3581-3587 (electronic), 2005. [ http ] |
| [61] | Tadeusz Kulczycki Rodrigo Bañuelos and
Pedro J.
Méndez-Hernández. On the shape of the ground state
eigenfunction for stable processes. Potential Ananlysis (to appear),
2005. [ html ] |
| [62] | Rodrigo Bañuelos and Michael Pang. Level sets neumann
eigenfunction. Indiana Univ. Math. J. (to appear), 2005. [ html ] |
| [63] | Rodrigo Bañuelos and Tadeusz Kulczycki. Eigenvalue
gaps for the
cauchy process and a poincaré inequality. J. Funct. Anal.
(to appear), 2005. [ html ] |
| [64] | Rodrigo Bañuelos and Pedro J.
Méndez-Hernández. Hot-spots for conditioned brownian
motion. Illinois J. Math. (to appear), 2005. [ html ] |
| [65] | Rodrigo Bañuelos and Dante DeBlassie. The exit
distribution for
iterated brownian motion in cones. Stochastic processes and Their
Applications, to appear, 2005. [ html ] |
| [66] | Rodrigo Bañuelos and Michael Pang. Stability of
multiplicity one
for neuman Laplacians, preprint. 2005. [ html ] |
| [67] | Rodrigo Bañuelos and Tadeusz Kulczycki. Spectral gaps
for cauchy
process on convex symmetric domains, (preprint). 2005. [ html ] |
| [68] | Rodrigo Bañuelos and Prabhu Janakiraman. Lp-estimates
for the Beurling-Ahlfors operator, (preprint). 2006. [ html ] |
| [69] | Rodrigo Bañuelos. Lecture Notes in Analysis, 2006. [ html ] |
| [70] | Rodrigo Bañuelos. Lecture Notes in Measure Theory and
Probability, 2006. [ pdf ] |
| [71] | Rodrigo Bañuelos. Isoperimetric inequalities in
probability,
geometry and pde (the Blackwell-Tapia prize conference lecture at IPAM,
UCLA, Nov 6, 2004), 2006. [ pdf ] |
| [72] | Rodrigo Bañuelos. Martingales and the Beurling-Ahlfors
operator,
an overview, 2006. [ pdf ] |
| [73] | Rodrigo Bañuelos and Prabhu Janakiraman. Inequalities
for
martingales, singular integra and related topics, a bibliography, 2006. [ html ] |
This file has been generated by bibtex2html 1.75