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Jens Lorenz

Affiliations: 
Multicultural Teacher and Childhood Education University of New Mexico, Albuquerque, NM, United States 
Area:
Mathematics, Applied Mathematics
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Children

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Wangguo Qin grad student 2000 Univ. of New Mexico
Pablo G. Braz e Silva grad student 2003 Univ. of New Mexico
Manuela L. de Castro grad student 2005 Univ. of New Mexico
Oksana Guba grad student 2008 Univ. of New Mexico
Pavlo Cherepanov grad student 2009 Univ. of New Mexico
Yan Qiu grad student 2010 Univ. of New Mexico
Michael R. Payne grad student 2013 Univ. of New Mexico
Jason Terry grad student 2013 Univ. of New Mexico

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Publications

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Hagstrom T, Lorenz J, Zingano JP, et al. (2020) On two new inequalities for Leray solutions of the Navier-Stokes equations in Rn Journal of Mathematical Analysis and Applications. 483: 123601
Silva PBe, Lorenz J, Melo WG, et al. (2016) On the large time approximation of the Navier–Stokes equations in $\mathbb{R}^n$ by Stokes flows Methods and Applications of Analysis. 23: 293-316
Guba O, Lorenz J, Sulsky D. (2013) On well-posedness of the viscous-plastic Sea ice model Journal of Physical Oceanography. 43: 2185-2199
Guba O, Lorenz J. (2011) Continuous spectra and numerical eigenvalues Mathematical and Computer Modelling. 54: 2616-2622
Qiu Y, Lorenz J. (2009) A non-linear Black-Scholes equation International Journal of Business Performance and Supply Chain Modelling. 1: 33-40
Beyn WJ, Lorenz J. (2008) Nonlinear stability of rotating patterns Dynamics of Partial Differential Equations. 5: 349-400
Edoh KD, Lorenz J. (2008) Modelling by a planar map: Lyapunov-type numbers in the presence of spiral points Mathematical and Computer Modelling. 48: 1068-1080
Kreiss G, Kreiss H, Lorenz J. (2007) Stability of viscous shocks on finite intervals Archive For Rational Mechanics and Analysis. 187: 157-183
Goodrich J, Hagstrom T, Lorenz J. (2006) Hermite methods for hyperbolic initial-boundary value problems Mathematics of Computation. 75: 595-630
Nadiga BT, Taylor M, Lorenz J. (2006) Ocean modelling for climate studies: Eliminating short time scales in long-term, high-resolution studies of ocean circulation Mathematical and Computer Modelling. 44: 870-886
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