Tavener, Simon - Department of Mathematics, Colorado State University

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Tavener, Simon - Department of Mathematics, Colorado State University

Stability of flow past a confined cylinder Andrew Cliffe
A unified physical presentation of mixed, mixed-hybrid finite elements and standard finite difference
A posteriori analysis and adaptive error control for operator decomposition
Hijacking (black-box) simulation compute unstable solutions
Two-fluid Rayleigh-Marangoni-Benard convection K.A. Cliffe and S.J. Tavener
Mixed Finite Elements for Elliptic Problems with Tensor Coefficients as Cell-Centered Finite Differences
JOURNAL OF COMPUTATIONAL PHYSICS 145, 193227 (1998) ARTICLE NO. CP985995
BIFURCATION OF LOW REYNOLDS NUMBER FLOWS IN SYMMETRIC CHANNELS
Stability of the O2-symmetric ow past a sphere in a pipe
On The Creation of Stagnation Points in a Rotating Flow.
The Pennsylvania State University The Graduate School
Understanding and ; aka limits and derivatives
Related Rates Introduction: Consider water draining from the bottom of a circular cylin-
Newton's Method Purpose: Use Newton's Method to (approximately) solve a nonlinear equa-
Numerical bifurcation study of electrohydrodynamic convection in nematic liquid crystals S. J. Tavener*
Symmetry breaking and multiplicity of states in small aspect ratio TaylorCouette flow
Raviart Thomas Element Notes Brendan Sheehan
O(2)-symmetry breaking bifurcation: with application to the flow past a sphere in
An Orthogonal Mapping Technique For The Computation Of A Viscous Free-Surface Flow
Implementation of Extended Systems Using Symbolic Algebra
A Posteriori Error Estimates for Higher Order Godunov Finite Volume Methods
On the creation of stagnation points near straight and sloped walls T. Mullina)
Simulation of boundary condition influence in a second-order ferroelectric phase transition
Convective effects on a propagating reaction front K. A. Cliffe
Two-fluid Marangoni-Benard convection with a deformable interface
A Posteriori error estimation and adaptivity for an operator decomposition approach to conjugate heat transfer
Dynamics and Stability of Systems, Vol. 14, No. 3, 1999 The Freedericksz transition as a bifurcation
Adaptive solution of coupled time-dependent systems Liya Asner, David Kay and Simon Tavener
MATH495.4: CRN 13696 FEScUE Team Research (TRe) seminar
A posteriori error analysis for a finite volume method
Evolution of resistance to white pine blister rust in high-elevation pines
A Posteriori error estimation and adaptivity for coupled physics problems