CURRICULUM VITAE
MAY 2001

NAME:           Terry McConnell

COLLEGE AND DEPARTMENT:

                Arts and Sciences
                Department of Mathematics

BORN:           Rome, New York
                April, 1954

EDUCATION:      Ph.D. University of Illinois at Urbana-Champaign

PROFESSIONAL EMPLOYMENT:

                Professor, Syracuse University, 1991-present
                Associate Professor, Syracuse University, 1986-1991
                Assistant Professor, Syracuse University, 1984-1986
                H.C. Wang Assistant Professor, Cornell University,
		1983-84
                H.C. Wang Research Instructor, Cornell University,
1981-83
                Visiting Lecturer, University of Illinois, 1981-82

CURRENT RESEARCH INTEREST:

                Inequalities for real and Banach-valued martingales
		and related results in harmonic analysis, Brownian motion
		and applications to harmonic and analytic functions, and
                conditioned Brownian motion. Multiparameter Ergodic
		Theory.
                The heat equation.
		Renewal Theory.

HONORS, PROFESSIONAL OFFICES, GRANTS:

        HONORS

                Sloan Foundation Fellowship 1985-87.

        GRANTS

                NSF Grant MCS 79-02581 (summer salary), May-August
		1982
                NSF Grant MCS 82-02286 (summer salary and travel),
                        August 1982-August 1984.
                NSF Grant DMS 85-03775 June 1985-August 1986
                NSF Grant DMS 87-00802 June 1987-August 1988
                NSF Grant: DMS-8700928 June 1989-August 1990

        PROFESSIONAL OFFICES:

                Associate Editor, Annals of Probability, 1991-1996
                Associate Chair, Mathematics Department, 1993-1996

PUBLICATIONS:

        1.      BROWNIAN MOTION WITH PARTIAL INFORMATION, Trans. Amer.
               Math. Soc. 271 (1982), 719-731.

        2.      AREA INTEGRALS AND SUBHARMONIC FUNCTIONS, Indiana
		Math.  J. 33 (1984), 289-303.

        3.      (with M. Cranston) THE LIFETIME OF CONDITIONED
		BROWNIAN MOTION, Z. fur Wahrscheinlichkeitstheorie 65 (1983),
		1-11.

        4.      ON FOURIER MULTIPLIER TRANSFORMATIONS OF BANACH-VALUED
               FUNCTIONS, Trans. Amer. Math. Soc. 285 (1984), 739-757.

        5.      EXIT TIMES OF N-DIMENSIONAL RANDOM WALKS, Z. fur
                Wahrscheinlichkeitstheorie 67 (1984), 213-233.

        6.      A SKOROHOD--LIKE REPRESENTATION IN INFINITE
		DIMENSIONS, Lecture Notes in Math. 1153 (1985), 359-368,
		Springer Verlag, New York.

        7.      THE SIZE OF AN ANALYTIC FUNCTION AS MEASURED BY LEVYUS
               TIME CHANGE, Ann. Probab. 13 (1985), 1003-1005.

        8.      STABLE-BOUNDED SUBSETS OF La, AND SAMPLE UNBOUNDEDNESS
		OF SYMMETRIC STABLE PROCESSES, J. Funct. Anal. 60 (1985),
		265-279.

        9.      (with M.S. Taqqu) DECOUPLING INEQUALITIES FOR
		MULTILINEAR FORMS IN INDEPENDENT SYMMETRIC RANDOM VARIABLES,
 		Ann.  Probability 14 (1986), 943-954.

        10.     (with M.S. Taqqu) DYADIC APPROXIMATION OF DOUBLE
                INTEGRALS WITH RESPECT TO SYMMETRIC STABLE PROCESSES,
                Stochasic Processes and their Applications 22 (1
                986), 323-331.

        11.     (with M.S. Taqqu) DECOUPLING OF BANACH-VALUED
		MULTILINEAR FORMS IN INDEPENDENT SYMMETRIC BANACH-VALUED RANDOM
                VARIABLES, Probability Theory and Related Fields 75
		(1987), 499-507.

        12.     A TWO-PARAMETER MAXIMAL ERGODIC THEOREM WITH
		DEPENDENCE, Ann Probab. 15 (1987), 1569-1585.

        13.     TWO PARAMETER STRONG LAWS AND MAXIMAL INEQUALITIES FOR
		U- STATISTICS, Proc. Royal Soc. Edinburgh 107A (1987),
		133-151.

        14.     ON THE STRONG MAXIMAL FUNCTION AND REARRANGEMENTS,
		Studia Math. 88 (1988) No. 1, 85-102.

        15.     (with E. Rieders) THE TWO-PARAMETER STRONG LAW FOR
                PARTIALLY EXCHANGEABLE ARRAYS, Almost Everywhere
                Convergence 1 (1989), 281-295, Academic Press.

        16.     A CONFORMAL INEQUALITY RELATED TO THE CONDITIONAL
		GAUGE THEOREM, Trans. Amer. Math. Soc. 318 (1990), 721-733.

        17.     DECOUPLING AND STOCHASTIC INTEGRATION IN UMD BANACH
                SPACES, Probability and Mathematical Statistics. 10
		(1989), 283-295.

        18.     THE TWO-SIDED STEFAN PROBLEM WITH A SPATIALLY
		DEPENDENT LATENT HEAT, Trans. Amer. Math. Soc., 326 (1991),
		669-699.

        19.     (with P. Griffin) ON THE POSITION OF A RANDOM WALK AT
		THE TIME OF FIRST EXIT FROM A SPHERE, Ann. Probab., 20
                (1992), 825-854.

        20.     (with P. Griffin and G. Verchota) CONDITIONED BROWNIAN
                MOTION IN SIMPLY CONNECTED PLANAR DOMAINS, Ann. Inst.
		Henri Poincare 29 (1993), 229-249.

   
        21      (with P. Griffin) GAMBLER'S RUIN AND THE FIRST EXIT POSITION
		OF RANDOM WALK FROM LARGE SPHERES, Ann Probab. 22 (1994),
		1429-1472.


        22      (with P. Griffin )Lp --BOUNDEDNESS OF THE OVERSHOOT IN
		MULTIDIMENSIONAL RENEWAL THEORY,  Ann. Probab. 23(1995),
		2022-2056.


11/16/97