Principal pivot transforms: properties and applications

References

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	Year	Citations
Complementary pivot theory of mathematical programming Richard W. Cottle, George B. Dantzig Linear Algebra and its Applications Mathematical ProgrammingEngineeringComputational ComplexityComplementary Pivot TheoryDiscrete Mathematics	1968	746
A Computer and Communication Network Performance Analysis Primer (Prentice Hall, Englewood Cliffs, NJ, 1985; revised, 1987). Bart W. Stuck, E. Arthurs Int. CMG Conference Network ScienceEngineeringEnglewood CliffsPerformance ModelingNetwork Analysis	1987	563
Schur complements and statistics Diane Valérie Ouellette Linear Algebra and its Applications Representation TheorySchur ComplementsMatrix TheoryRandom MatrixStatistics	1981	374
Manifestations of the Schur complement Richard W. Cottle Linear Algebra and its Applications Schur ComplementUniversal AlgebraRepresentation TheoryGroup Representation	1974	344
Computing Gaussian Likelihoods and Their Derivatives for General Linear Mixed Models Russ Wolfinger, Randy Tobias, John Sall SIAM Journal on Scientific Computing Gaussian LikelihoodsEngineeringMixture AnalysisBayesian MethodsPublic Health	1994	173
Inverse M-matrices Charles R. Johnson Linear Algebra and its Applications	1982	167
A Tutorial on the SWEEP Operator J. H. Goodnight The American Statistician Mathematical ProgrammingSpectral TheoryEngineeringMatrix TheoryFunctional Analysis	1979	158
Numerical linear algebra aspects of control design computations Alan J. Laub IEEE Transactions on Automatic Control Numerical AnalysisMathematical ProgrammingNumerical ComputationEngineeringRobust Mathematical Software	1985	134
The P-matrix problem is co-NP-complete Gregory E. Coxson Mathematical Programming EngineeringMatrix AnalysisComputational ComplexityP Versus Np ProblemDiscrete Mathematics	1994	91
Convex sets of nonsingular and P:–Matrices Charles R. Johnson, Michael J. Tsatsomeros Linear and Multilinear Algebra Block PartitionsRepresentation TheorySquare MatricesConvex SetsSet R	1995	56

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