Dianne P O'Leary


Ontology type: schema:Person     


Person Info

NAME

Dianne P

SURNAME

O'Leary

Publications in SciGraph latest 50 shown

  • 2017 Precise State Tracking Using Three-Dimensional Edge Detection in EXCURSIONS IN HARMONIC ANALYSIS, VOLUME 5
  • 2015-08 A Polynomial Time Constraint-Reduced Algorithm for Semidefinite Optimization Problems in JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS
  • 2015 Wavelet–Shearlet Edge Detection and Thresholding Methods in 3D in EXCURSIONS IN HARMONIC ANALYSIS, VOLUME 3
  • 2013-04 Variable projection for nonlinear least squares problems in COMPUTATIONAL OPTIMIZATION AND APPLICATIONS
  • 2012-11 Optimal Filters from Calibration Data for Image Deconvolution with Data Acquisition Error in JOURNAL OF MATHEMATICAL IMAGING AND VISION
  • 2012-04 A constraint-reduced variant of Mehrotra’s predictor-corrector algorithm in COMPUTATIONAL OPTIMIZATION AND APPLICATIONS
  • 2012-01 Adaptive constraint reduction for convex quadratic programming in COMPUTATIONAL OPTIMIZATION AND APPLICATIONS
  • 2010 Updating and Downdating Matrix Decompositions in G.W. STEWART
  • 2010 Papers on the Eigenproblem and Invariant Subspaces: Perturbation Theory in G.W. STEWART
  • 2010 Publications, Honors, and Students in G.W. STEWART
  • 2010 Introduction to the Commentaries in G.W. STEWART
  • 2010 Matrix Decompositions: Linpack and Beyond in G.W. STEWART
  • 2010 Papers on the Generalized Eigenproblem in G.W. STEWART
  • 2010 Least Squares, Projections, and Pseudoinverses in G.W. STEWART
  • 2010 Other Contributions in G.W. STEWART
  • 2010 Papers on the SVD, Eigenproblem and Invariant Subspaces: Algorithms in G.W. STEWART
  • 2010 Papers on Least Squares, Projections, and Generalized Inverses in G.W. STEWART
  • 2010 Papers on Matrix Decompositions in G.W. STEWART
  • 2010 Krylov Subspace Methods for the Eigenproblem in G.W. STEWART
  • 2010 Papers on Updating and Downdating Matrix Decompositions in G.W. STEWART
  • 2010 Papers on Krylov Subspace Methods for the Eigenproblem in G.W. STEWART
  • 2008-10 Modified Cholesky algorithms: a catalog with new approaches in MATHEMATICAL PROGRAMMING
  • 2008 Arabic/English Multi-document Summarization with CLASSY—The Past and the Future in COMPUTATIONAL LINGUISTICS AND INTELLIGENT TEXT PROCESSING
  • 2007-12 Structural footprinting in protein structure comparison: the impact of structural fragments in BMC STRUCTURAL BIOLOGY
  • 2007-07 On sensitivity of Gauss–Christoffel quadrature in NUMERISCHE MATHEMATIK
  • 2007-01 Universal duality in conic convex optimization in MATHEMATICAL PROGRAMMING
  • 2006-12 Secondary structure spatial conformation footprint: a novel method for fast protein structure comparison and classification in BMC STRUCTURAL BIOLOGY
  • 2000-11 Chromosome Identification Using Hidden Markov Models: Comparison with Neural Networks, Singular Value Decomposition, Principal Components Analysis, and Fisher Discriminant Analysis in LABORATORY INVESTIGATION
  • 2000-09 Adaptive use of iterative methods in predictor–corrector interior point methods for linear programming in NUMERICAL ALGORITHMS
  • 1999-08 Eigenanalysis of some preconditioned Helmholtz problems in NUMERISCHE MATHEMATIK
  • 1999 Latent Semantic Indexing Via a Semi-Discrete Matrix Decomposition in THE MATHEMATICS OF INFORMATION CODING, EXTRACTION AND DISTRIBUTION
  • 1995 What is Fundamental for Markov Chains: First Passage Times, Fundamental Matrices, and Group Generalized Inverses in COMPUTATIONS WITH MARKOV CHAINS
  • 1994 Some Themes in Gene H. Golub’s Work on Iterative Methods in RECENT ADVANCES IN ITERATIVE METHODS
  • 1993 Iterative Methods for Finding the Stationary Vector for Markov Chains in LINEAR ALGEBRA, MARKOV CHAINS, AND QUEUEING MODELS
  • 1982-12 A discrete Newton algorithm for minimizing a function of many variables in MATHEMATICAL PROGRAMMING
  • 1979-03 Conjugate gradient algorithms in the solution of optimization problems for nonlinear elliptic partial differential equations in COMPUTING
  • 1978-12 Numerical solution of nonlinear elliptic partial differential equations by a generalized conjugate gradient method in COMPUTING
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