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Miklavcic, Milan - Department of Mathematics, Michigan State University
Z. angew. Math. Phys. 54 (2004) 112 0044-2275/04/050001-12
Early View publication on wileyonlinelibrary.com (issue and page numbers not yet assigned;
QUARTERLY OF APPLIED MATHEMATICS VOLUME , NUMBER 0
INSTITUTE OF PHYSICS PUBLISHING COMBUSTION THEORY AND MODELLING Combust. Theory Modelling 5 (2001) 147161 www.iop.org/Journals/ct PII: S1364-7830(01)16575-7
Period Doubling Cascade in Diffusion Flames Milan Miklavcic
PACIFIC JOURNAL OF MATHEMATICS Vol 118, No. 1,1985
Friedrichs Extension and Galerkin Approximations for weakly nonlinear evolution equations
SIAM J. MATH. ANAL. Vol. 19, No. 1, January 1988
Stability of Maxwellian states for discrete velocity models of the extended Boltzmann equation
Stability of Maxwellian states for the Broadwell model of the extended Boltzmann equation
On Nonlinear Stability of Maxwellian states for discrete velocity models of the extended Boltzmann equation
Layered Von Karman's swirling flow Milan Miklavcic
A SHARP CONDITION FOR EXISTENCE OF AN INERTIAL MANIFOLD Milan Miklav~ci~c
SIAM Journal on Applied Mathematics, 57(1997), 1-14. IMPULSIVE STRETCHING OF A SURFACE IN A VISCOUS FLUID
