Control perspectives on numerical algorithms and matrix problems

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Buy the Print Edition. Author s : Amit Bhaya and Eugenius Kaszkurewicz. Cullum, Jane K. Lanczos and conjugate gradient algorithms: from theory to finite precision comp…. Lanczos method: evolution and application. Komzsik, Louis. Jack J. Barker, V. Large deviations and applications. Varadhan, S. Griffiths, David F. Driscoll, Tobin A. Lectures on finite precision computations. Lectures on geometric methods in mathematical physics. Marsden, Jerrold E. Lectures on mathematical combustion. Buckmaster, J.

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Cottle, Richard W. Linear differential operators. Lanczos, Cornelius. Linear matrix inequalities in system and control theory. Linear ordinary differential equations.


Coddington, Earl A. Ferris, Michael C. Linear sampling method in inverse electromagnetic scattering. Dongarra, J. Marine acoustics: direct and inverse problems. James L. Buchanan ; Robert P. Gilbert ; Armand Wirgin ; Yongzhi S. Mathematica laboratories for mathematical statistics: emphasizing simulation an…. Baglivo, Jenny A. Mathematical analysis of viscoelastic flows. Renardy, Michael.

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Mathematical and computational techniques for multilevel adaptive methods. Mathematical aspects of geometric modeling. Micchelli, Charles A. Mathematical aspects of numerical grid generation. Mathematical biofluiddynamics. Lighthill, James Sir.

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Mathematical control theory of coupled PDEs. Lasiecka, Irena. Mathematical methods in image reconstruction. Mathematical modeling in optical science. Mathematical modelling: classroom notes in applied mathematics. Murray S. Mathematical models in biology. Edelstein-Keshet, Leah. Mathematical models: mechanical vibrations, population dynamics, and traffic fl….

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Mathematics of reservoir simulation. Richard E. Mathematics of social choice : voting, compensation, and division. Higham, Desmond J. Matrix algorithms volume I: basic decompositions. Matrix algorithms volume II: eigensystems. Matrix analysis and applied linear algebra. Meyer, Carl D. Matrix analysis for scientists and engineers.

Laub, Alan J. Matrix eigenvalue problem: GR and Krylov subspace methods. Watkins, David S. Matrix methods in data mining and pattern recognition. Matrix polynomials. Gohberg, I. Method of equivalence and its applications. Gardner, Robert B. Methods and applications of interval analysis. Methods for solving systems of nonlinear equations. Rheinboldt, Werner C. Methods of dynamic and nonsmooth optimization. Clarke, Frank H. Methods of mathematical economics: linear and nonlinear programming, fixed-poin…. Franklin, Joel N.

Mining imperfect data: dealing with contamination and incomplete records. Pearson, Ronald K. Modeling, simulation, and optimization of supply chains: a continuous approach. Multigrid tutorial, second edition. Multilevel adaptive methods for partial differential equations. McCormick, Stephen F. Multilevel projection methods for partial differential equations. Multiple decision procedures: theory and methodology of selecting and ranking p…. Gupta, Shanti S. Multivariate approximation theory: selected topics. Cheney, E. Multivariate splines. Chui, Charles K.

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Overton, Michael L. Moler, Cleve B. Numerical computing with Simulink, Volume I: creating simulations. Gran, Richard J. Numerical linear algebra. Trefethen, Lloyd N. Numerical linear algebra and applications, 2nd ed. Datta, Biswa Nath. Numerical linear algebra for high-performance computer. Dongarra, Jack J. Numerical matrix analysis: linear systems and least squares.

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Numerical solution of elliptic equations. Birkhoff, Garrett. Numerical solution of elliptic problems. Birkhoff, Garrett ; Lynch, Robert E. Optimal control of viscous flow. Optimal design of experiments. Pukelsheim, Friedrich. Optimization and nonsmooth analysis. Optimization software guide.

Ordinary differential equations.

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Hartman, Philip. Ordinary differential equations in theory and practice. Mattheij, Robert ; Molenaar, Jaap. Orthogonal polynomials and special functions. Askey, Richard. Parallel algorithms for matrix computations. Gallivan, K. Kepner, Jeremy. Parallel processing for scientific computing. Michael A. Heroux ; Padma Raghavan ; Horst D.

Partial differential equations: analytical and numerical methods. Gockenbach, Mark S. Partial differential equations: analytical and numerical methods, second edition. Partial differential equations: modeling, analysis, computation. Mattheij, R. Performance optimization of numerically Intensive Codes.

Goedecker, Stefan ; Hoisie, Adolfy. Perspectives in flow control and optimization. Gunzburger, Max D. Perturbation bounds for matrix eigenvalues. Bhatia, Rajendra. Perturbations: theory and methods. Murdock, James A. Pitman's measure of closeness: a comparison of statistical estimators. Keating, Jerome P.

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Control Perspectives on Numerical Algorithms and Matrix Problems

Primer for sampling solids, liquids, and gases: based on the seven sampling err…. Smith, Patricia L. Primer on integral equations of the first kind: the problem of deconvolution an…. Wing, G. Milton ; Zahrt, John D. Primer on optimal control theory. Speyer, Jason L. Principles of computerized tomographic imaging.