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STEPHEN P. HUESTIS

Ph.D., University of California at San Diego, 1976. (Associate Professor) (505) 277-3636 crustal@unm.edu

Research and Academic Interests:

Geophysical inverse theory, with particular attention to potential field problems; refinement of the geomagnetic time scale using marine magnetic anomalies from multiple ridges.

Listing of Recent Publications:

• "The continuation inverse problem revisited," Geophysical Journal International, v. 133, p. 705-712, 1998.
• "On the construction of geomagnetic timescales from non-prejudicial treatment of magnetic anomaly data from multiple ridges", (G.D. Acton), Geophysical Journal International, v. 129, p. 176-182, 1997.
• "The use of linear programming in the construction of extremal solutions to linear inverse problems," SIAM Review, 38, 496-506, 1996.
• "A Fourier method for the construction of certain extremal solutions of the inverse Dirichlet problem in two dimensions," Inverse Problems, 11, 1163-1175, 1995.
• "A Fourier boundary integral method for solving Laplace's equation in two dimensions," Communications in Numerical Methods in Engineering, 11, 575-584, 1995.
• "Exploring complex-base logarithms," Mathematics Magazine, 68, 65-67, 1995.
• "Non-negative solutions and positive resolving kernels with negative solution averages in linear inverse theory," Geophysical Journal International, 115, 601-603, 1993.
• "Smallest nonnegative solutions to linear inverse problems," SIAM Review, 34, 642-647, 1992.
• "The Backus-Gilbert problem for sampled band-limited functions," Inverse Problems, 8, 873-887, 1992.

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