David Edward Stewart

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Produções bibliográficas

• STEWART, DAVID E. ; Anitescu, Mihai . Optimal control of systems with discontinuous differential equations. Numerische Mathematik , v. 114, p. 653-695, 2010.

• STEWART, DAVID E. . Uniqueness for solutions of differential complementarity problems. Mathematical Programming , v. 118, p. 327-345, 2009.

• Pang, Jong-Shi ; STEWART, DAVID E. . Solution dependence on initial conditions in differential variational inequalities. Mathematical Programming , v. 116, p. 429-460, 2009.

• Ahn, Jeongho ; STEWART, DAVID E. . A viscoelastic Timoshenko beam with dynamic frictionless impact. Discrete and Continuous Dynamical Systems. Series B , v. 12, p. 1-22, 2009.

• STEWART, D.E. . Energy balance for viscoelastic bodies in frictionless contact. Quarterly of Applied Mathematics , v. 67, p. 735-743, 2009.

• PANG, J. S. ; STEWART, D. . Differential variational inequalities. Mathematical Programming , v. 113, p. 345-424, 2008.

• STEWART, D . Uniqueness for index-one differential variational inequalities, v. 2, p. 812-818, 2008.

• AHN, J. ; STEWART, D.E. . Dynamic frictionless contact in linear viscoelasticity. IMA Journal of Numerical Analysis , v. 29, p. 43-71, 2008.

• AHN, J. ; STEWART, D. . Euler Bernoulli Beam with dynamic frictionless contact: penalty approximation and existence. Numerical Functional Analysis and Optimization , v. 28, p. 1003-1026, 2007.

• STEWART, D. ; WENDT, T . Fractional index convolution complementarity problems. Nonlinear Analysis: Hybrid Systems & Applications , v. 1, p. 124-134, 2007.

• STEWART, D. . Differentiating complementarity problems and fractional index convolution complementarity problems. Houston Journal of Mathematics , v. 33, p. 301-322, 2007.

• CARTWRIGHT, C. ; OLIVEIRA, S. ; STEWART, D. . Parallel support set searches for meshfree methods. SIAM Journal on Scientific Computing , v. 28, p. 1318-1334, 2006.

• AHN, J. ; STEWART, D. . Existence of solutions for a class of impact problems without viscosity. SIAM Journal on Mathematical Analysis , v. 38, p. 37-63, 2006.

• STEWART, D. . Convolution complementarity problems with application to impact problems. IMA Journal of Applied Mathematics , v. 71, p. 92-119, 2006.

• AHN, J. ; STEWART, D. . An Euler-Bernoulli beam with dynamic contact: Discretization, convergence and numerical results. SIAM Journal on Numerical Analysis , v. 43, p. 1455-1480, 2005.

• LEEM, K. H. ; OLIVEIRA, S. ; STEWART, D. . Algebraic multigrid (AMG) for saddle point systems from meshfree discretizations. Numerical Linear Algebra with Applications , v. 11, p. 293-308, 2004.

• OLIVEIRA, S. ; SOMA, T. ; STEWART, D. . A subspace semidefinite programming for spectral graph partitioning. Lecture Notes in Computer Science , v. 2329, p. 1058-1067, 2002.

• OLIVEIRA, S. ; SOMA, T. ; STEWART, D. . Semidefinite Programming for Graph Partitioning with Preferences in Data Distribution. Lecture Notes in Computer Science , v. 2002, p. 703-716, 2002.

• STEWART, D. . Finite-dimensional contact mechanics. Philosophical Transactions. Royal Society. Mathematical, Physical and Engineering Sciences , v. 359, p. 2467-2482, 2001.

• STEWART, D. . Reformulations of measure differential inclusions and their closed graph property. Journal of Differential Equations , v. 175, p. 108-129, 2001.

• STEWART, D. . Towards numerically estimating Hausdorff-Besicovitch dimensions. ANZIAM Journal , v. 42, p. 451-461, 2001.

• HAN, X. ; OLIVEIRA, S. ; STEWART, D. . Finding sets covering a point with applications to meshless Galerkin methods. SIAM Journal on Computing , v. 30, p. 1368-1383, 2000.

• STEWART, D. . Formulating measure differential inclusions in infinite dimensions. Set-Valued Analysis , v. 8, p. 273-293, 2000.

• OLIVEIRA, S. ; STEWART, D. . Exponential splittings of products of matrices and accurately computing singular values of long products. Linear Algebra and its Applications , v. 309, p. 175-190, 2000.

• STEWART, D. . Rigid-body dynamics with friction and impact.. SIAM Review , v. 42, p. 3-39, 2000.

• PANG, J. S. ; STEWART, D. . A unified approach to frictional contact problems. International Journal of Engineering Science , v. 37, p. 1747-1768, 1999.

• ANITESCU, M. ; POTRA, F. A. ; STEWART, D. . Time-stepping for three-dimensional rigid body dynamics. Computer Methods in Applied Mechanics and Engineering , v. 177, p. 183-197, 1999.

• STEWART, D. . Convergence of a time-stepping scheme for rigid body dynamics and resolution of Painlevé's problems. Archive for Rational Mechanics and Analysis , v. 145, p. 215-260, 1998.

• STEWART, D. . Existence of solutions to rigid body dynamics and the paradoxes of Painlevé. Comptes Rendus de l'Académie des Sciences. Série 1, Mathématique , v. 325, p. 689-693, 1997.

• STEWART, D. . A new algorithm for the SVD of a long product of matrices and the stability of products. Electronic Transactions on Numerical Analysis , v. 5, p. 29-47, 1997.

• STEWART, D. . A graph theoretic model of symmetric Givens operations and its implications. Linear Algebra and its Applications , v. 257, p. 311-320, 1997.

• BEBBINGTON, M. S. ; STEWART, D. . An iterative aggregation/disaggregation procedure for modelling the long-term behaviour of continuous-time evanescent random processes. Journal of Statistical Computation and Simulation , v. 56, p. 77-95, 1996.

• LEYK, T. S. ; STEWART, D. . Estimates of error for Krylov approximation of matrix exponentials. Journal of Computational and Applied Mathematics , v. 72, p. 359-369, 1996.

• STEWART, D. ; TRINKLE, J. C. . An implicit time-stepping scheme for rigid body dynamics with inelastic collisions and Coulomb friction. International Journal for Numerical Methods in Engineering , v. 39, p. 2673-2691, 1996.

• SOSONKINA, M. ; WATSON, L. T. ; STEWART, D. . Note on the end game in homotopy zero curve tracking. ACM Transactions on Mathematical Software , v. 22, p. 281-287, 1996.

• STEWART, D. . Numerical methods for friction problems with multiple contacts. Journal of the Australian Mathematical Society , v. 37, p. 288-308, 1996.

• POLLETT, P. K. ; STEWART, D. . An efficient procedure for computing quasistationary distributions of Markov chains with sparse transition structure. Advances in Applied Probability , v. 26, p. 68-79, 1994.

• DAVIDSON, B. D. ; STEWART, D. . A numerical homotopy method and investigations of a spring-mass system. Mathematical Models and Methods in Applied Sciences , v. 3, p. 395-416, 1993.

• STEWART, D. . An index formula for degenerate LCP's. Linear Algebra and its Applications , v. 191, p. 41-52, 1993.

• STEWART, D. . A numerical algorithm for optimal control problems with switching costs. Journal of the Australian Mathematical Society , v. 34, p. 212-228, 1992.

• STEWART, D. . A note on high degree linear complementarity problems. Bulletin of the Australian Mathematical Society , v. 45, p. 151-155, 1992.

• STEWART, D. . A problem decomposition technique with application to the optimal distribution of enzymes. SIAM Journal on Control and Optimization , v. 30, p. 390-407, 1992.

• STEWART, D. . A high accuracy method for solving ODEs with discontinuous right-hand side. Numerische Mathematik , v. 58, p. 299-328, 1990.

• JONES, A. S. ; STEWART, D. ; THOMPSON, H. B. . Eigenvalue estimates and existence for a generalized Graetz problem. Journal of Mathematical Analysis and Applications , v. 141, p. 152-163, 1989.

• HOLMAKER, K. ; STEWART, D. . A class of optimization problems with noncompact constraints, general results and applications. SIAM Journal on Control and Optimization , v. 25, p. 1032-1052, 1987.

• Kendall E. Atkinson ; HAN, W. ; STEWART, DAVID E. . Numerical Solution of Ordinary Differential Equations. 1. ed. Hoboken, New Jersey, EUA: John Wiley and Sons, 2009. v. 1. 249p .

• OLIVEIRA, S. ; STEWART, D. . Writing Numerical Software: a Guide to Good Style. Cambridge University Press, 2006. v. 1. 656p .

• MELNIK, R. V. N. (Org.) ; OLIVEIRA, S. (Org.) ; STEWART, D. (Org.) . New Methods in Applied and Computational Mathematics. Australian National University, 1998.

• STEWART, D. ; LEYK, Z. . Meschach: Matrix Computations. Australian National University, 1994. v. 1. 240p .

• STEWART, D. (Org.) ; SINGLETON, D. (Org.) ; GARDNER, H. (Org.) . Computational Techniques and Applications. Australian National University, 1993.

• DEWAR, R. L. ; STEWART, D. . Nonlinear Dynamics: Physics and Numerics. In: D.G. Green; T. Bossomaier. (Org.). Complex Systems. : Cambridge University Press, 1999, v. 1, p. 165-249.

• OLIVEIRA, S. ; SOMA, T. ; STEWART, D. . Semidefinite programming for graph partitioning with preferences. In: 5th International Meeting on High Performance Computing for Computational Science, 2002, Porto. VECPAR2002, 2002. p. 679-692.

• AHN, J. ; STEWART, D. . A simplified model of impact. In: 3rd Contact Mechanics International Symposium, 2001, Peniche. 3rdCMIS, 2001. p. 309-316.

• CARTWRIGHT, C. ; OLIVEIRA, S. ; STEWART, D. . A parallel quadtree algorithm for efficient assembly of stiffness matrices in meshfree Galerkin methods. In: 15th International Parallel and Distributed Processing Symposium, 2001, San Francisco. 15thIPDPS, 2001. p. CDROM-CDROM.

• CARTWRIGHT, C. ; OLIVEIRA, S. ; STEWART, D. . A parallel quadtree algorithm for efficient assembly of stiffness matrices in meshfree Galerkin methods. In: Tenth SIAM Conference on Parallel Processing for Scientific Computing, 2001, Portsmouth. 10thSIAMCPPSC, 2001. p. CDROM-CDROM.

• TRINKLE, J. C. ; STEWART, D. . An implicit time-stepping scheme for rigid body dynamics with inelastic collisions and Coulomb friction. In: 2000 International Conference on Robotics and Automation, 2000, San Francisco. ICRA2000, 2000. p. CDROM-CDROM.

• STEWART, D. . Simulation of rigid-body dynamics with impact and friction. In: New Methods in Applied and Computational Mathematics, 2000, Canberra. NEMACOM98, 1998. p. 67-80.

• STEWART, D. . Rigid body dynamics and measure differential inclusions. In: Foundations of Computational Mathematics, 1997, Rio de Janeiro. FCM97, 1997. p. 405-413.

• OLIVEIRA, S. ; STEWART, D. ; WU, W. . Multigrid Methods for solving variational inequalities by a penalty method. In: Copper Mountain Conference on Iterative Methods - NASA, 1996, Copper Mountain. CMCIM96, 1996. p. CDROM-CDROM.

• TRINKLE, J. C. ; STEWART, D. . Dynamics, friction, and complementarity problems. In: 1995 International Conference on Complementarity Problems, 1995, Philadelphia. ICCP95, 1995. p. 425-439.

• LEYK, T. S. ; STEWART, D. . Solving linear parabolic equations by Krylov approximation techniques. In: 1994 Computational Techniques and Applications, 1994, Cingapura. CTA94, 1994. p. 329-337.

• DIXON, A. E. ; FLETCHER, C. A. J. ; STEWART, D. ; OSBORNE, M. R. . Calculation of gradients for aerodynamic design problems. In: 1993 Computational Techniques and Applications, 1993, Cingapura. CTA93, 1993. p. 193-201.

• STEWART, D. . Aspects of implementing a `C' matrix library. In: Linear Algebra for Large Scale and Real-Time Applications, 1993, Leuven. LALSRTA93, 1993. p. 423-424.

• STEWART, D. . Monotone convergent methods for a variational inequality.. In: Miniconference on Analysis and Applications, 1993, Brisbane. MAA93, 1993. p. 195-208.

Outras produções

Projetos de pesquisa

• 2002 - 2005

  Tools for high-performance simulation of granular materials, Situação: Concluído; Natureza: Pesquisa. , Integrantes: David Edward Stewart - Coordenador / Suely Oliveira - Integrante / Sriram Pemmaraju - Integrante., Financiador(es): National Science Foundation - Auxílio financeiro.

• 2002 - 2005

  Differential Algebraic Inequalities and their Applications to Engineering, Situação: Concluído; Natureza: Pesquisa. , Integrantes: David Edward Stewart - Coordenador / J. S. Pang - Integrante / J. C. Trinkle - Integrante / F. Potra - Integrante / V. Kumar - Integrante., Financiador(es): National Science Foundation - Auxílio financeiro.

• 1998 - 2001

  Mathematics of rigid body dynamics, Situação: Concluído; Natureza: Pesquisa. , Integrantes: David Edward Stewart - Coordenador., Financiador(es): National Science Foundation - Auxílio financeiro.

• 1998 - 2000

  Optimized meshless methods for seamless integration of CAD, simulation and design, Situação: Concluído; Natureza: Pesquisa. , Integrantes: David Edward Stewart - Coordenador / Suely Oliveira - Integrante / W. Han - Integrante / J. S. Chen - Integrante / K. K. Choi - Integrante., Financiador(es): National Science Foundation - Auxílio financeiro.