Luther W. White
Affiliations: | University of Oklahoma, Norman, OK, United States |
Area:
MathematicsGoogle:
"Luther White"Children
Sign in to add traineeLeslie K. Davidson-Rossier | grad student | 2001 | University of Oklahoma |
Abdelhamid Hamidi Alaoui | grad student | 2007 | University of Oklahoma |
Ali S. Shaqlaih | grad student | 2010 | University of Oklahoma |
Sean M. Crowell | grad student | 2011 | University of Oklahoma (Meteorology Tree) |
Lynn Greenleaf | grad student | 2013 | University of Oklahoma |
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Publications
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Malysheva T, White LW. (2020) Global well-posedness theory for a class of coupled parabolic-elliptic systems Journal of Mathematical Analysis and Applications. 486: 123923 |
Crowell S, White L, Wicker L. (2014) Estimation of near surface wind speeds in strongly rotating flows Applied Mathematics and Computation. 235: 201-211 |
Wood VT, White LW, Willoughby HE, et al. (2013) A new parametric tropical cyclone tangential wind profile model Monthly Weather Review. 141: 1884-1909 |
Wood VT, White LW. (2013) A parametric wind-pressure relationship for rankine versus non-rankine cyclostrophic vortices Journal of Atmospheric and Oceanic Technology. 30: 2850-2867 |
Shaqlaih A, White L, Zaman M. (2013) Resilient Modulus Modeling with Information Theory Approach International Journal of Geomechanics. 13: 384-389 |
Singh D, Zaman M, White L. (2012) Neural Network Modeling of 85th Percentile Speed for Two-Lane Rural Highways Transportation Research Record. 2301: 17-27 |
Wood VT, White LW. (2011) A new parametric model of vortex tangential-wind profiles: Development, testing, and verification Journal of the Atmospheric Sciences. 68: 990-1006 |
Alaoui AH, White L, Shapiro A. (2010) Estimation of vertical wind velocity using doppler radar data with vorticity constraints Applied Mathematics and Computation. 215: 4119-4131 |
Wu X, Luo Y, Weng E, et al. (2009) Conditional inversion to estimate parameters from eddy-flux observations Journal of Plant Ecology. 2: 55-68 |
White LW, Luo Y. (2008) Modeling and inversion of net ecological exchange data using an Ito stochastic differential equation approach Applied Mathematics and Computation. 196: 686-704 |