Protas, Bartosz - Department of Mathematics and Statistics, McMaster University

• C. R. Mecanique 331 (2003) 4954 On the relation between the global modes and the spectra of drag
• Optimal rotary control of the cylinder wake in the laminar regime B. Protasa)
• Wavelets 132 Wavelets & Multiresolution Analysis
• AdjointBased Optimization of PDE Systems with Alternative Gradients
• MATH 4Q03/6Q03 --Winter 2007 1 9:3010:20, February 15 (Thursday) in REF/102
• MATH 2T03 --Winter 2008 1 NUMERICAL LINEAR ALGEBRA
• MATH 3Q03 --Winter 2007 1 13:3014:20, February 8 (Thursday) in BSB/122
• AdjointBased Optimization of PDEs in Moving Bartosz Protas a and Wenyuan Liao a
• Boundary Element Method 99 Boundary Element Method
• ESAIM : Proceedings, Vol. 7, 1999, 349-358 Third International Workshop on Vortex
• MATH 2ZZ3 --Winter 2010 Page 1 of 4 ENGINEERING MATHEMATICS IV
• On an Attempt to Simplify the QuartapelleNapolitano Approach to Computation of
• MATH 2Z03 --Fall 2009 1 TEST #1 (VERSION 1)
• Wavelets 165 Wavelets & Multiresolution Analysis
• Spectral Methods 113 SOLUTION OF A MODEL ELLIPTIC PROBLEM (I)
• Finite Element Method 57 Finite Element Method
• Finite Element Method 85 WELLPOSEDNESS OF PROBLEMS I
• MATH 2E03 --Fall 2006 1 9:30 --10:20am, October 13, 2006 DR. B. PROTAS
• MATH 2ZZ3 --Winter 2010 (version # 2) 1 TEST #1 (VERSION 2)
• MATH 2Z03 --Fall 2009 1 TEST #2 (VERSION 3)
• MATH 2Z03 --Fall 2009 1 TEST #2 (VERSION 4)
• Drag force in the open-loop control of the cylinder wake in the laminar regime
• MATH 2ZZ3 --Winter 2010 (version # 3) 1 TEST #2 (VERSION 3)
• Approximation Theory 57 Review of (Abstract) Approximation Theory
• Spectral Methods 113 SOLUTION OF A MODEL ELLIPTIC PROBLEM (I)
• Journal of Computational Physics 195 (1), 49-89, 2004 A computational framework for the regularization
• Vortex Models for Feedback Stabilization of Wake Bartosz Protas
• Approximation Theory 57 Review of (Abstract) Approximation Theory
• MATH 3Q03 --Winter 2007 1 Numerical Interpolation and Approximation Theory
• Vortex Dynamics Models in Flow Control Problems Department of Mathematics and Statistics, McMaster University, Hamilton, Ontario L8S
• Spectral Methods 66 Spectral Methods
• Chebyshev Spectral Methods 134 CHEBYSHEV POLYNOMIALS --
• Nonlinear Preconditioning in Problems of Optimal Control for Fluid Systems
• MATH 741 --Fall 2010 1 MATH 741 --APPLIED MATHEMATICS I
• MATH 2T03 --Winter 2008 1 10:3011:20, March 18 (Tuesday) in T29101
• MATH 2E03 --Fall 2006 1 INTRODUCTION TO MODELLING
• Things You Should Know (But Likely Forgot), page 1 of ( Things You Should Know (But Likely Forgot)
• Solutions to some of the problems in Chapters 15 and 16 of Cain & Herod.
• MATH 2E03 --Fall 2006 1 9:30 --10:20am, November 17, 2006 DR. B. PROTAS
• Chebyshev Spectral Methods 134 CHEBYSHEV POLYNOMIALS --
• MATH 2Z03 --Fall 2009 1 TEST #2 (VERSION 1)
• An inverse model for a freeboundary problem with a contact line: steady case
• On Optimal Reconstruction of Constitutive Vladislav Bukshtynov a
• Under consideration for publication in J. Fluid Mech. 1 Controlling the dual cascade of
• MATH 745 --Fall 2005 1 MATH 745 --TOPICS IN NUMERICAL ANALYSIS
• On Continuation of Inviscid Vortex Patches Federico Gallizio1,2, Angelo Iollo2, Bartosz Protas3, ,
• Chebyshev Spectral Methods 102 CHEBYSHEV POLYNOMIALS --
• Journal of Computational Physics 159, 231245 (2000) doi:10.1006/jcph.2000.6433, available online at http://www.idealibrary.com on
• Linear feedback stabilization of laminar vortex shedding based on a point vortex model
• MATH 2ZZ3 --Winter 2010 (version # 3) 1 TEST #1 (VERSION 3)
• Finite Differences for Differential Equations 28 Finite Difference Methods for Differential
• Regularization of the BackwardinTime KuramotoSivashinsky Equation
• Center Manifold Analysis of a PointVortex Model of Vortex Shedding with Control
• Higher-order Fppl models of steady wake flows Bartosz Protasa
• Skin friction and pressure: the "footprints" of turbulence
• JoT3(2002)048 JOURNAL OF TURBULENCEJOT
• Spatial properties of velocity structure functions in turbulent wake flows E. Gaudin,1
• Scaling properties of two-dimensional turbulence in wakes behind bluff bodies B. Protas,1,2,* S. Goujon-Durand,2,3,
• Paper no: 272H, page 1 Advances in Turbulence X Proceedings of the Tenth European Turbulence Conference
• MATH745 --Winter 2004 1 WELCOME TO MATH 745
• Numerical Methods for ODEs 17 Review of numerical methods for
• Approximation Theory 38 Review of Approximation Theory
• Spectral Methods 46 Spectral Methods
• Spectral Methods 82 SOLUTION OF A MODEL ELLIPTIC PROBLEM
• Interpolation & Approximation 1 WELCOME TO MATH 745
• Sobolev Spaces 27 Review of Sobolev Spaces
• Weak Formulations 39 Weak Formulation of Elliptic Boundary Value
• MATH 4Q03/6Q03 --Winter 2005 1 MATH 4Q03/6Q03
• MATH745 --Fall 2005 1 WELCOME TO MATH 745
• Wavelets 165 Wavelets & Multiresolution Analysis
• Spectral Methods 66 Spectral Methods
• MATH 4Q03/6Q03 / CES 714 --Winter 2007 1 MATH 4Q03/6Q03 / CES 714
• CES 717 --Fall 2007 1 13:3014:20, September 27 (Thursday) in HH/207
• CES 712 --Fall 2007 1 INTRODUCTION TO PARTICLE METHODS
• CES 712 --Fall 2007 1 13:3014:20, November 15 (Thursday) in HH/207
• MATH 2T03 --Winter 2008 1 10:3011:20, February 5 (Tuesday) in T29101
• MATH 2Z03 --Fall 2009 Page 1 of 4 ENGINEERING MATHEMATICS III
• MATH 2ZZ3 --Winter 2010 (version # 1) 1 TEST #1 (VERSION 1)
• MATH 2ZZ3 --Winter 2010 (version # 1) 1 TEST #2 (VERSION 1)
• MATH 2ZZ3 --Winter 2010 (version # 2) 1 TEST #2 (VERSION 2)
• MATH 2ZZ3 --Winter 2010 (version # 4) 1 TEST #2 (VERSION 4)
• CES 717 --Fall 2007 1 FOUNDATIONS OF COMPUTATIONAL FINITE ELEMENT METHODS
• MATH 2Z03 --Fall 2009 1 TEST #2 (VERSION 2)
• MATH 2ZZ3 --Winter 2010 (version # 4) 1 TEST #1 (VERSION 4)
• On Calculation of Hydrodynamic Forces for Steady Flows in Unbounded Domains
• September 20, 2011 22:49 Optimization Methods and Software wpJuly21re Optimization Methods and Software
• Vortex Design Problem Bartosz Protas a
• Theoretical and Computational Fluid Dynamics manuscript No. (will be inserted by the editor)
• On the Maximum Enstrophy Growth in Burgers Equation This article has been downloaded from IOPscience. Please scroll down to see the full text article.