HR job title
- Professor
- Contact Info
- 1 979 845 7554
- Websites
- ORCiD
- 0000-0002-5031-3414
Boas, Harold Professor
Positions
- Professor, Mathematics, College of Arts and Sciences
Research Areas
- Overview
- Publications
- Teaching
- Works By Students
- Background
- Contact
- Other
- View All
Overview
Publications
selected publications
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academic article
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Boas, H. P.
(2020).
Irrational Thoughts. Mathematics Magazine.
93(1), 23-26.
-
Boas, H. P.
(2019).
The Oldest Trig in the Book. College Mathematics Journal.
50(1), 9-20.
-
Boas, H. P.
(2018).
Cauchy's Residue Sore Thumb. 125(1), 16-28.
-
Boas, H. P.
(2016).
Mocposite Functions. American Mathematical Monthly.
123(5), 427-438.
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Nunemacher, J., & Boas, H. P.
(2014).
Reviews. American Mathematical Monthly.
121(2), 178-182.
-
Boas, H. P.
(2010).
Julius and Julia: Mastering the Art of the Schwarz Lemma. American Mathematical Monthly.
117(9), 770-785.
-
Boas, H. P.
(2006).
Reflections on the Arbelos. American Mathematical Monthly.
113(3), 236-249.
-
Boas, H. P.
(2006).
Reflections on the Arbelos. American Mathematical Monthly.
113(3), 236-249.
-
Boas, H. P.
(2000).
Lu Qi-Keng's problem. Journal- Korean Mathematical Society.
37(2), 253-267.
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Boas, H. P.
(2000).
Majorant series. Journal- Korean Mathematical Society.
37(2), 321-337.
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Boas, H. P., & Khavinson, D.
(2000).
Vita: Friedrich Wilhelm Wiener. The Mathematical Intelligencer.
22(2), 73-75.
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Boas, H. P.
(2000).
Graphica 1. The Imaginary Made Real: The Images of Michael Trott. Graphica 2. The Pattern of Beauty: The Art of Igor Bakshee. American Mathematical Monthly.
107(3), 286-291.
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Boas, H. P., Fu, S. Q., & Straube, E. J.
(1999).
The Bergman kernel function: Explicit formulas and zeroes. Proceedings of the American Mathematical Society.
127(3), 805-811.
-
Boas, H. P., & Khavinson, D.
(1997).
Bohr's power series theorem in several variables. Proceedings of the American Mathematical Society.
125(10), 2975-2979.
-
Boas, H.
(1997).
The football player and the infinite series. Notices of the American Mathematical Society.
44(11), 1430-1435.
-
Boas, H. P.
(1996).
The Lu Qi-Keng conjecture fails generically. Proceedings of the American Mathematical Society.
124(7), 2021-2027.
-
Boas, H. P., Straube, E. J., & Yu, J. Y.
(1995).
Boundary limits of the Bergman kernel and metric. MICHIGAN MATHEMATICAL JOURNAL.
42(3), 449-461.
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BOAS, H. P., & STRAUBE, E. J.
(1993).
DERHAM COHOMOLOGY OF MANIFOLDS CONTAINING THE POINTS OF INFINITE TYPE, AND SOBOLEV ESTIMATES FOR THE PARTIAL-DERIVATIVE-NEUMANN PROBLEM. Journal of Geometric Analysis.
3(3), 225-235.
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BOAS, H. P., & STRAUBE, E. J.
(1992).
THE BERGMAN PROJECTION ON HARTOGS DOMAINS IN C-2. Transactions of the American Mathematical Society.
331(2), 529-540.
-
Boas, H. P., & Straube, E. J.
(1992).
On equality of line type and variety type of real hypersurfaces in Cn. Journal of Geometric Analysis.
2(2), 95-98.
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BOAS, H. P., & STRAUBE, E. J.
(1991).
SOBOLEV ESTIMATES FOR THE COMPLEX GREEN OPERATOR ON A CLASS OF WEAKLY PSEUDOCONVEX BOUNDARIES. COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS.
16(10), 1573-1582.
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BOAS, H. P., & STRAUBE, E. J.
(1991).
SOBOLEV ESTIMATES FOR THE DELTA-BAR-NEUMANN OPERATOR ON DOMAINS IN CN ADMITTING A DEFINING FUNCTION THAT IS PLURISUBHARMONIC ON THE BOUNDARY. Mathematische Zeitschrift.
206(1), 81-88.
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BOAS, H. P., & STRAUBE, E. J.
(1990).
EQUIVALENCE OF REGULARITY FOR THE BERGMAN PROJECTION AND THE DELTABAR-NEUMANN OPERATOR. Manuscripta Mathematica.
67(1), 25-33.
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BOAS, H. P., & STRAUBE, E. J.
(1989).
COMPLETE HARTOGS DOMAINS IN C2 HAVE REGULAR BERGMAN AND SZEGO PROJECTIONS. Mathematische Zeitschrift.
201(3), 441-454.
-
BOAS, H. P., CHEN, S. C., & STRAUBE, E. J.
(1988).
EXACT REGULARITY OF THE BERGMAN AND SZEGO PROJECTIONS ON DOMAINS WITH PARTIALLY TRANSVERSE SYMMETRIES. Manuscripta Mathematica.
62(4), 467-475.
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BOAS, H. P.
(1988).
SMALL SETS OF INFINITE TYPE ARE BENIGN FOR THE PARTIAL-DIFFERENTIAL-EQUATION-NEUMANN PROBLEM. Proceedings of the American Mathematical Society.
103(2), 569-578.
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BOAS, H. P., & BOAS, R. P.
(1988).
SHORT PROOFS OF 3 THEOREMS ON HARMONIC-FUNCTIONS. Proceedings of the American Mathematical Society.
102(4), 906-908.
-
BOAS, H. P., & STRAUBE, E. J.
(1988).
INTEGRAL-INEQUALITIES OF HARDY AND POINCARE TYPE. Proceedings of the American Mathematical Society.
103(1), 172-176.
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Boas, H. P., & Straube, E. J.
(1988).
Integral inequalities of Hardy and Poincar type. Proceedings of the American Mathematical Society.
103(1), 172-176.
-
Boas, H. P., & Boas, R. P.
(1988).
Short proofs of three theorems on harmonic functions. Proceedings of the American Mathematical Society.
102(4), 906-908.
-
Boas, H. P.
(1988).
Small sets of infinite type are benign for the overline partial -Neumann problem. Proceedings of the American Mathematical Society.
103(2), 569-578.
-
BOAS, H. P.
(1987).
THE SZEGO PROJECTION - SOBOLEV ESTIMATES IN REGULAR DOMAINS. Transactions of the American Mathematical Society.
300(1), 109-132.
-
BOAS, H. P.
(1987).
EXTENSION OF KERZMANS THEOREM ON DIFFERENTIABILITY OF THE BERGMAN-KERNEL FUNCTION. INDIANA UNIVERSITY MATHEMATICS JOURNAL.
36(3), 495-499.
-
Boas, H. P.
(1987).
The Szeg projection: Sobolev estimates in regular domains. Transactions of the American Mathematical Society.
300(1), 109-132.
-
BOAS, H. P.
(1986).
COUNTEREXAMPLE TO THE LU,QI-KENG CONJECTURE. Proceedings of the American Mathematical Society.
97(2), 374-375.
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BOAS, H. P., & SHAW, M. C.
(1986).
SOBOLEV ESTIMATES FOR THE LEWY OPERATOR ON WEAKLY PSEUDOCONVEX BOUNDARIES. Mathematische Annalen.
274(2), 221-231.
-
Boas, H. P.
(1986).
Counterexample to the Lu Qi-Keng conjecture. Proceedings of the American Mathematical Society.
97(2), 374-375.
-
BOAS, H. P.
(1985).
REGULARITY OF THE SZEGO PROJECTION IN WEAKLY PSEUDOCONVEX DOMAINS. INDIANA UNIVERSITY MATHEMATICS JOURNAL.
34(1), 217-223.
-
BOAS, H. P.
(1985).
SOBOLEV SPACE PROJECTIONS IN STRICTLY PSEUDOCONVEX DOMAINS. Transactions of the American Mathematical Society.
288(1), 227-240.
-
Boas, H. P.
(1985).
Sobolev space projections in strictly pseudoconvex domains. Transactions of the American Mathematical Society.
288(1), 227-240.
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BELL, S. R., & BOAS, H. P.
(1984).
REGULARITY OF THE BERGMAN PROJECTION AND DUALITY OF HOLOMORPHIC FUNCTION-SPACES. Mathematische Annalen.
267(4), 473-478.
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BOAS, H. P.
(1984).
HOLOMORPHIC REPRODUCING KERNELS IN REINHARDT DOMAINS. PACIFIC JOURNAL OF MATHEMATICS.
112(2), 273-292.
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Boas, H. P.
(1984).
Soviet Science. 224(4648), 446-446.
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Bard, A. J.
(1984).
Soviet science. Science.
224(4648), 446-446.
-
BOAS, H. P.
(1984).
SPHERES AND CYLINDERS - A LOCAL GEOMETRIC CHARACTERIZATION. Illinois Journal of Mathematics.
28(1), 120-124.
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BELL, S. R., & BOAS, H. P.
(1981).
REGULARITY OF THE BERGMAN PROJECTION IN WEAKLY PSEUDOCONVEX DOMAINS. Mathematische Annalen.
257(1), 23-30.
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BOAS, H. P.
(1980).
A GEOMETRIC CHARACTERIZATION OF THE BALL AND THE BOCHNER-MARTINELLI KERNEL. Mathematische Annalen.
248(3), 275-278.
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Boas, H. P.
(1979).
Linear Programming Discovery. 206(4422), 1022-1022.
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Boas, H. P.
(1979).
Linear Programming Discovery. Science.
206(4422), 1022-1022.
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BOAS, H. P., & FRIEDMAN, E.
(1977).
SIMPLIFICATION IN CERTAIN CONTOUR INTEGRALS. American Mathematical Monthly.
84(6), 467-468.
-
Boas, H. P.
(2020).
Irrational Thoughts. Mathematics Magazine.
93(1), 23-26.
-
book
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Boas, R. P.
(2010).
Invitation to Complex Analysis. MAA.
-
Boas, R. P., & Boas, H. P.
(1996).
A Primer of Real Functions. Cambridge University Press.
-
Kytmanov, A. M.
(1995).
The Bochner-Martinelli Integral and Its Applications. Springer Science & Business Media.
-
Boas, R. P.
(2010).
Invitation to Complex Analysis. MAA.
-
chapter
-
Boas, H. P.
(2015).
Why I Became a Mathematician: A Personal Account. I, MATHEMATICIAN.
(pp. 255-256).
Cambridge University Press (CUP).
-
Boas, H. P., & Straube, E. J.
(1999).
Global Regularity of the -Neumann Problem: A Survey of the L2-Sobolev Theory. Schneider, M., & Siu, Y. (Eds.),
Several Complex Variables.
(pp. 79-111).
Cambridge University Press.
-
Boas, H. P.
(2015).
Why I Became a Mathematician: A Personal Account. I, MATHEMATICIAN.
(pp. 255-256).
Cambridge University Press (CUP).
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institutional repository document
-
Boas, H. P.
(2017).
Cauchy's residue sore thumb
-
Boas, H. P.
(2016).
Mocposite functions
-
Boas, H. P.
(2010).
Julius and Julia: Mastering the art of the Schwarz lemma
-
Boas, H. P.
(2000).
Majorant Series
-
Boas, H. P.
(2000).
Lu Qi-Keng's Problem
-
Boas, H. P., & Khavinson, D.
(1999).
Vita: Friedrich Wilhelm Wiener
-
Boas, H. P.
(1997).
The football player and the infinite series
-
Boas, H. P., Fu, S., & Straube, E. J.
(1997).
The Bergman kernel function: explicit formulas and zeroes
-
Boas, H. P., & Straube, E. J.
(1996).
Global regularity of the dbar-Neumann problem: a survey of the L^2-Sobolev theory
-
Boas, H. P., & Khavinson, D.
(1996).
Bohr's power series theorem in several variables
-
Boas, H. P.
(2017).
Cauchy's residue sore thumb
Teaching
teaching activities
- MATH171 Calculus I Instructor
- MATH220 Foundations Of Math Instructor
- MATH300 Foundations Of Math Instructor
- MATH407 Complex Variables Instructor
- MATH409 Advanced Calculus I Instructor
- MATH436 Introduction Topology Instructor
- MATH491 Hnr-research Instructor
- MATH617 Complex Variables I Instructor
- MATH618 Complex Variables Ii Instructor
- MATH650 Several Complex Variable Instructor
- MATH685 Directed Studies Instructor
- MATH691 Research Instructor
Works By Students
chaired theses and dissertations
-
Fulkerson, Michael C (2008-10). Radial limits of holomorphic functions on the ball.
-
Jacobson, Robert Lawrence (2012-07). Weighted Bergman Kernel Functions and the Lu Qi-keng Problem.
-
Kim, Mijoung (2004-09). The d-bar-Neumann operator and the Kobayashi metric.
-
Mitchell, Zachary Thomas (2019-11). Fatou-Bieberbach Domains: A New Construction and a Theme on the Runge Property.
-
Torres, Joseph Lawrence (2020-05). Extension Phenomena of Integrable Holomorphic Functions in Reinhardt Domains of Holomorphy.
Background
education and training
- Ph.D. in Mathematics, Massachusetts Institute of Technology - (Cambridge, Massachusetts, United States) 1980
- A.B. in Applied Mathematics, Harvard University - (Cambridge, Massachusetts, United States) 1976
- S.M. in applied mathematics, Harvard University - (Cambridge, Massachusetts, United States) 1976
awards and honors
- AAAS Fellow, conferred by American Association For The Advancement of Science - (Washington D.C., District of Columbia, United States), 2020
- Lester R Ford Award, conferred by Mathematical Association of America - (Washington D.C., District of Columbia, United States), 2017
- Regents Professor Award, conferred by Texas A&M University System - (College Station, Texas, United States), 2014
- Distinguished College and University Teaching of Mathematics Award, conferred by Mathematical Association of America - (Washington D.C., District of Columbia, United States), 2013
- Fellow, conferred by American Mathematical Society - (Providence, Rhode Island, United States), 2013
- Presidential Professor for Teaching Excellence Award, conferred by Texas A&M University - (College Station, Texas, United States), 2012
- Association of Former Students University-Level Distinguished Achievement Award, The, conferred by Texas A&M University - (College Station, Texas, United States), 2010
- Chauvenet Prize, conferred by Mathematical Association of America - (Washington D.C., District of Columbia, United States), 2009
- Student Led Award for Teaching Excellence (SLATE), conferred by Texas A&M University - (College Station, Texas, United States), 2009
- Association of Former Students College-Level Teaching Distinguished Achievement Award, The, conferred by Texas A&M University - (College Station, Texas, United States), 2009
- Lester R Ford Award, conferred by Mathematical Association of America - (Washington D.C., District of Columbia, United States), 2007
- Outstanding Service Award, conferred by Texas A&M University - (College Station, Texas, United States), 2007
- Outstanding Service Award, conferred by Texas A&M University - (College Station, Texas, United States), 2000
- Association of Former Students University-Level Distinguished Achievement Award, The, conferred by Texas A&M University - (College Station, Texas, United States), 1996
- Stefan Bergman Prize, conferred by American Mathematical Society - (Providence, Rhode Island, United States), 1995
Contact
first name
- Harold
has last name
- Boas
mailing address
-
Texas A&M University
Mathematics
3368 TAMU
College Station, TX 77843-3368
USA
Other
In the News
- boas@tamu.edu