Trailing-edge noise reduction using derivative-free optimization and large-eddy simulation von MARSDEN, ALISON L., WANG, MENG, DENNIS, J. E., MOIN, PARVIZ

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Direct Search Methods on Parallel Machines von Dennis, Jr, J. E., Torczon, Virginia

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Quasi-Newton Methods, Motivation and Theory von Dennis, J. E., Jorge J. Morέe

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A rigorous framework for optimization of expensive functions by surrogates von Booker, A. J., Dennis, J. E., Frank, P. D., Serafini, D. B., Torczon, V., Trosset, M. W.

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Sizing and Least-Change Secant Methods von Dennis, J. E., Wolkowicz, H.

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A trust-region framework for managing the use of approximation models in optimization von Alexandrov, N. M., Dennis, J. E., Lewis, R. M., Torczon, V.

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Using simplex gradients of nonsmooth functions in direct search methods von Custódio, A. L., Dennis, J. E., Vicente, L. N.

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On the Successive Projections Approach to Least-Squares Problems von Dennis, J. E., Steihaug, Trond

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Least-Change Sparse Secant Update Methods with Inaccurate Secant Conditions von Dennis, J. E., Walker, Homer F.

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Triangular Decomposition Methods for Solving Reducible Nonlinear Systems of Equations von Dennis, Jr, J. E., Martínez, José Mario, Zhang, Xiaodong

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Convergence Theorems for Least-Change Secant Update Methods von Dennis, J. E., Walker, Homer F.

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Least Change Secant Updates for Quasi-Newton Methods von Dennis, J. E., Schnabel, R. B.

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Problem Formulation for Multidisciplinary Optimization von Cramer, Evin J., Dennis, Jr, J. E., Frank, Paul D., Lewis, Robert Michael, Shubin, Gregory R.

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A Curvilinear Search Using Tridiagonal Secant Updates for Unconstrained Optimization von Dennis, Jr, J. E., Echebest, N., Guardarucci, M. T., Martínez, J. M., Scolnik, H. D., Vacchino, C.

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The Algebraic Theory of Matrix Polynomials von Dennis, J. E., Traub, J. F., Weber, R. P.

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Algorithms for Solvents of Matrix Polynomials von Dennis, J. E., Traub, J. F., Weber, R. P.

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On the Kantorovich Hypothesis for Newton's Method von Dennis, J. E.

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Erratum: Convergence Theorems for Least-Change Secant Update Methods von Dennis, J. E., Walker, Homer F.

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A Stationary Newton Method for Nonlinear Functional Equations von Dennis, J. E.

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On Newton's Method and Nonlinear Simultaneous Displacements von Dennis, J. E.

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