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Roger Knobel, Ph.D.
Associate Professor |
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Education:
• Ph.D. in Mathematics, Rennselaer Polytechnic Institute, 1991.
• B.S. in Mathematics, Western Washington University, 1984.
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Research Interest:
Inverse spectral theory, Differential equations, Applied analysis. |
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| Recent Selected Publications: |
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"An Introduction to the Mathematical Theory of Waves," Student Mathematical Library v3, American Mathematical Society, 2000, 196 pages. |
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"On the recovery of impedance boundary conditions from spectral data," (with D. Barnes), Communications in Applied Analysis, 4(2000), pp. 305-319. |
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"Technological tools to enhance performance in Calculus I," (with Olga Ramírez, William Heller, Wendy Lawrence-Fowler, and Roger Knobel), Proceedings of the 2000 International Conference on Mathematics/Science Education and Technology. |
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"An inverse spectral problem for a nonnormal first order differential operator," (with S. Cox), Integral Equations and Operator Theory, 25(1996), pp. 147-162. |
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| E-mail: knobel@utpa.edu |
| Phone: (956) 316-7064 |
| Office: MAGC 3.414 |
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| Home Page |
