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Richard Alfred Tapia. Biography MathSciNet. Ph.D. University of California, Los Angeles 1967. Dissertation: A Generalization of Newton's Method with an Application to the Euler-Lagrange Equation. Mathematics Subject Classification: 49—Calculus of variations and optimal control. Advisor 1: Magnus Rudolph Hestenes. Advisor 2: Charles Brown ...
Richard Tapia Nominated to National Science Board and Named Hispanic Engineer of the Year, CRPC August 7 [ Online] Recipient of the Presidential Award for Excellence in Science, Mathematics, and Engineering Mentoring, National Science Foundation, Washington, DC, September.
2013. Dr. Richard A. Tapia is the Director of Center for Excellence and Equity in Education, University Professor, and Maxfield- Oshman Professor in Engineering at Rice University. He is a contributor to mathematical optimization and pioneered the exploration and settlement of several of the important issues surrounding interior-point methods.
Baylor College of Medicine Lecturer, Dept of Commun Medicine. Rice University Prof & Chmn, Dept of Math Sciences. Richard Tapia is a mathematician and professor in the Department of Computational and Applied Mathematics at Rice University in Houston, Texas. He is interna.
Semantic Scholar profile for Richard A. Tapia, with 9 highly influential citations and 14 scientific research papers. Skip to search form Skip to main content Skip to account menu. Semantic Scholar's Logo. Search 218,035,254 papers from all fields of sci ...
Dr. Richard A. Tapia is a mathematician and professor in the Department of Computational and Applied Mathematics at Rice University in Houston, Texas. He is internationally known for his research in the computational and mathematical sciences and is a national leader in education and outreach. Tapia’s current Rice positions are University Professor (only the sixth individual afforded this ...
Nonparametric maximum likelihood estimation of probability densities by penalty function methods. GF de Montricher, RA Tapia, JR Thompson. The Annals of Statistics, 1329-1348. , 1975. 176. 1975. A study of indicators for identifying zero variables in interior-point methods.
