
William L. Perry
Professor of Mathematics
Phone: 409-845-4016
Email:
bperry@tamu.edu
EDUCATION:
B.A., 1967, Mathematics and History, Park College.
M.A., 1968, Mathematics, University of Illinois.
Ph.D., 1972, Mathematics, University of Illinois.
RESEARCH AND TEACHING INTERESTS:
Differential and Integral Equations
Linear Algebra, Differential Equations and Calculus
PUBLICATIONS:
Representative Papers
1. W. L. Perry, "Finite Mellin Convolution Equations," SIAM Journal of Math. Analysis, 4 (1973), pp. 238-244.
2. W. L. Perry, "On the Bojarski-Lewis Inverse Scattering Method," IEEE Transactions on Antennas and Propagation, AP 22 (1974), pp. 826-829.
3. C. D. Luning and W. L. Perry, "On the Density of the Breit-Wigner Functions," Journal of Mathematical Physics, 16 (1975), pp. 1569-1572.
4. C. D. Luning and W. L. Perry, "An Iterative Technique for Solution of the Thomas-Fermi Equation Utilizing a Nonlinear Eigenvalue Problem," Quarterly of Applied Mathematics, 35 (July, 1977), pp. 257-268.
5. C. D. Luning and W. L. Perry, "Positive Solutions of Superlinear Eigenvalue Problems via a Monotone Iterative Technique," Journal of Differential Equations, 33 (1979), pp. 359-367.
6. W. L. Perry, "Constructive Existence of Solution to a Nonlinear Eigenvalue Problem with Application to nth Order Reaction Diffusion Problems,@ in Trends in Theory and Practice of Nonlinear Differential Equations, (Ed. V. Lakshmikantham), Marcel Dekker, New York, 1984, pp. 477-482.
7. S. Lieb, W. Perry, J. Bevan, "Theoretical Development of a Gaussian Potential Function in the Description of the Radial Portion of Isotropic Bending Vibrations," Journal of Computational Chemistry, 5 (1984), pp. 115-121.
8. C. D. Luning and W. L. Perry, "Shape Functions in Cross-Field Diffusion Problems for Multipole Plasmas," Journal of Mathematical Physics, 25 (1984), pp. 2374-2376.
9. W. L. Perry and S. S. P. Shen, "An Example of Nonlinear Toxic Mass Spreading,@ Applied Scientific Research, 47 (1990), pp. 323-339.
10. I. J. Bakelman and W. L. Perry, "Geometric Inequalities and Estimates of Solutions for Nonlinear Euler-Lagrange Equations and Applied Problems", in Geometric Analysis and Nonlinear Partial Differential Equations (Ed. I. Bakelman), Marcel Dekker, New York, 1993, pp. 3-52.