Peter Lancaster

发表

Curve and surface fitting - an introduction

Peter Lancaster, Kestutis Salkauskas, P. Lancaster, 1986 .

Iterative solution of two matrix equations

Chun-Hua Guo, Peter Lancaster, P. Lancaster, 1999, Math. Comput..

Lambda-matrices and vibrating systems

Peter Lancaster, P. Lancaster, 2002 .

Automatic errorbounds for the approximate solution of equations

Jon G. Rokne, Peter Lancaster, 2005, Computing.

6. Extension Problems

Peter Lancaster, I. Gohberg, L. Rodman, 2009 .

On the numerical solution of nonlinear eigenvalue problems

Peter Lancaster, L. Andrew, K. E. Chu, 1995, Computing.

On the Optimal Value of the Spectral Abscissa for a System of Linear Oscillators

Peter Lancaster, Pedro Freitas, P. Lancaster, 1999, SIAM J. Matrix Anal. Appl..

Complex interval arithmetic

Jon G. Rokne, Peter Lancaster, P. Lancaster, 1971, CACM.

Algebraic Riccati equations

Leiba Rodman, Peter Lancaster, P. Lancaster, 1995 .

ON THE THEORY OF RESONANCE TESTING

Peter Lancaster, 1966 .

Analysis and modificaton of Newton's method for algebraic Riccati equations

Chun-Hua Guo, Peter Lancaster, P. Lancaster, 1998, Math. Comput..

Newton's Method for a Generalized Inverse Eigenvalue Problem

Hua Dai, Peter Lancaster, 1997, Numer. Linear Algebra Appl..

Inverse Spectral Problems for Semisimple Damped Vibrating Systems

Peter Lancaster, P. Lancaster, 2007, SIAM J. Matrix Anal. Appl..

Consistency adjustments for pairwise comparison matrices

Pál Rózsa, Peter Lancaster, András Farkas, 2003, Numer. Linear Algebra Appl..

A definiteness test for Hankel matrices and their lower submatrices

Israel Koltracht, Peter Lancaster, 2006, Computing.

The Numerical Range of Self-Adjoint Quadratic Matrix Polynomials

Peter Lancaster, Panayiotis Psarrakos, P. Lancaster, 2001, SIAM J. Matrix Anal. Appl..

Nanotechnology for the Forest Products Industry Vision and Technology Roadmap

Lori Perine, Peter Lancaster, Yulin Deng, 2005 .

Perturbation Theory for Analytic Matrix Functions: The Semisimple Case

Peter Lancaster, F. Zhou, A. S. Markus, 2003, SIAM J. Matrix Anal. Appl..

Transform methods in applied mathematics - an introduction

Peter Lancaster, Kestutis Salkauskas, 1996, Canadian Mathematical Society series of monographs and advanced texts.

The theory of matrices

Peter Lancaster, M. Tismenetsky, P. Lancaster, 1969 .

On pseudospectra of matrix polynomials and their boundaries

Peter Lancaster, Lyonell Boulton, Panayiotis Psarrakos, 2006, Math. Comput..

The Gohberg Anniversary Collection : Volume I: The Calgary Conference and Matrix Theory Papers

Peter Lancaster, Harry Dym, Marinus A. Kaashoek, 1989 .

Linear operators and matrices : the Peter Lancaster anniversary volume

Israel Gohberg, Peter Lancaster, Heinz Langer, 2002 .

Canonical Forms for Hermitian Matrix Pairs under Strict Equivalence and Congruence

Leiba Rodman, Peter Lancaster, P. Lancaster, 2005, SIAM Rev..

Rayleigh quotient algorithms for nonsymmetric matrix pencils

Peter Lancaster, Amirhossein Amiraslani, P. Lancaster, 2009, Numerical Algorithms.

Irreversible Markov processes for phylogenetic models

Peter Lancaster, Erich Bohl, P. Lancaster, 2003, Numer. Linear Algebra Appl..

Algorithms for hyperbolic quadratic eigenvalue problems

Chun-Hua Guo, Peter Lancaster, P. Lancaster, 2005, Math. Comput..

Schur Decompositions of a Matrix and the Boundary of Its Pseudospectrum

Peter Lancaster, Lyonell Boulton, 2010, SIAM J. Matrix Anal. Appl..

On the Inverse Symmetric Quadratic Eigenvalue Problem

Peter Lancaster, Ion Zaballa, 2014, SIAM J. Matrix Anal. Appl..

On the Pseudospectra of Matrix Polynomials

Peter Lancaster, Panayiotis Psarrakos, P. Lancaster, 2005, SIAM J. Matrix Anal. Appl..

Spectral theory for self-adjoint quadratic eigenvalue problems - a review

Peter Lancaster, Ion Zaballa, P. Lancaster, 2021 .

Norms on direct sums and tensor products

Peter Lancaster, H. K. Farahat, P. Lancaster, 1972 .

11. Algebras of Matrices and Invariant Subspaces

Leiba Rodman, Israel Gohberg, Peter Lancaster, 2006 .

Spectral properties of diagonally dominant infinite matrices. II

Peter Lancaster, Farid O. Farid, P. Lancaster, 1991 .

Mathematics: Models of the real world

Peter Lancaster, 1976 .

ON HERMITIAN SOLUTIONS OF THE SYMMETRIC

Leiba Rodman, Israel Gohberg, Peter Lancaster, 1986 .

Perturbations ofH-selfadjoint matrices, with applications to differential equations

Leiba Rodman, Israel Gohberg, Peter Lancaster, 1982 .

A wider class of stable gyroscopic systems

Peter Lancaster, Alexander Markus, P. Lancaster, 2003 .

The spectrum and stability of a vibrating rail supported by sleepers

Pál Rózsa, Peter Lancaster, 1996 .

Convergence properties of ART and SOR algorithms

Israel Koltracht, Peter Lancaster, Ludwig Elsner, 1991 .

Canonical forms for symmetric/skew-symmetric real matrix pairs under strict equivalence and congruence

Leiba Rodman, Peter Lancaster, P. Lancaster, 2005 .

Minimal symmetric factorizations of symmetric real and complex rational matrix functions

Leiba Rodman, Peter Lancaster, P. Lancaster, 1995 .

Matrices and indefinite scalar products

Leiba Rodman, Israel Gohberg, Peter Lancaster, 1983 .

Stability of linear gyroscopic systems: A review

Peter Lancaster, P. Lancaster, 2013 .

A Stability Criterion for Parameter-Dependent Gyroscopic Systems

A. A. Renshaw, Peter Lancaster, Rostyslav O. Hryniv, 1999 .

Filters connecting isospectral quadratic systems

Uwe Prells, Seamus D. Garvey, Atanas A. Popov, 2013 .

Error analysis for the Newton-Raphson method

Peter Lancaster, P. Lancaster, 1966 .

Linear complexity parallel algorithms for linear systems of equations with recursive structure

Thomas Kailath, Israel Gohberg, Peter Lancaster, 1987 .

Implementation of a Markov model for phylogenetic trees.

Peter Lancaster, P. Lancaster, E. Bohl, 2006, Journal of theoretical biology.

Threshold algorithms for the prediction of reflection coefficients in a layered medium

Israel Koltracht, Peter Lancaster, 1988 .

An existence and monotonicity theorem for the discrete algebraic matrix Riccati equation

Leiba Rodman, André C. M. Ran, Peter Lancaster, 1987 .

Factorization of selfadjoint quadratic matrix polynomials with real spectrum

Peter Lancaster, Alexander Markus, Ilya Krupnik, 1995 .

Spectral analysis of matrix polynomials— I. canonical forms and divisors

Leiba Rodman, Israel Gohberg, Peter Lancaster, 1978 .

Composite Methods for Generating Surfaces

Peter Lancaster, 1979 .

LAMBDA-MATRICES, II

Peter Lancaster, P. Lancaster, 1966 .

Inverse problems for damped vibrating systems

Uwe Prells, Peter Lancaster, P. Lancaster, 2005 .

Low rank perturbations of strongly definitizable transformations and matrix polynomials

Peter Lancaster, Qiang Ye, Alexander Markus, 1994 .

Some Families of Finite Elements

Peter Lancaster, David S. Watkins, 1977 .

Inversion of lambda-matrices and application to the theory of linear vibrations

Peter Lancaster, P. Lancaster, 1960 .

A Note on Weak and Strong Linearizations of Regular Matrix Polynomials

Peter Lancaster, Panayiotis Psarrakos, P. Lancaster, 2005 .

Variational and numerical methods for symmetric matrix pencils

Peter Lancaster, Qiang Ye, P. Lancaster, 1991, Bulletin of the Australian Mathematical Society.

Definitizable Operators and Quasihyperbolic Operator Polynomials

Peter Lancaster, Alexander Markus, P. Lancaster, 1995 .

A New Book in Linear Algebra: Indefinite Linear Algebra and Applications

Leiba Rodman, Israel Gohberg, Peter Lancaster, 2005 .

Sensitivities of eigenvalues and eigenvectors of problems nonlinear in the eigenparameter

Peter Lancaster, Alan L. Andrew, K. E. Chu, 1992 .

Inverse spectral problems for linear and quadratic matrix pencils

Peter Lancaster, Qiang Ye, 1988 .

Model-Updating for Symmetric Quadratic Eigenvalue Problems

Peter Lancaster, P. Lancaster, 2006 .

DIAGONALIZABLE QUADRATIC EIGENVALUE PROBLEMS

Peter Lancaster, Ion Zaballa, P. Lancaster, 2009 .

Rayleigh-Ritz and Lanczos methods for symmetric matrix pencils

Peter Lancaster, Qiang Ye, P. Lancaster, 1993 .

Gyroscopically Stabilized Systems: A Class Of Quadratic Eigenvalue Problems With Real Spectrum

Peter Lancaster, Alexander Markus, P. Lancaster, 1991, Canadian Journal of Mathematics.

Isospectral families of high‐order systems

Uwe Prells, Peter Lancaster, P. Lancaster, 2007 .

CHAPTER 4 – LAMBDA-MATRICES, II

Peter Lancaster, P. Lancaster, 1966 .

Solutions of Nonlinear Operator Equations

Jon G. Rokne, Peter Lancaster, P. Lancaster, 1977 .

Symmetric, positive semidefinite, and positive definite real solutions of AX = XAT and AX = YB

Antony Jameson, Peter Lancaster, Eliezer Kreindler, 1992 .

CANONICAL STRUCTURES FOR PALINDROMIC MATRIX POLYNOMIALS

Uwe Prells, Leiba Rodman, Peter Lancaster, 2007 .

Linear matrix equations from an inverse problem of vibration theory

Peter Lancaster, Dai Hua, P. Lancaster, 1996 .

Spectral analysis of selfadjoint matrix polynomials

Leiba Rodman, Israel Gohberg, Peter Lancaster, 1980 .

Newton's Method for a Generalized Inverse Eigenvalue Problem

Peter Lancaster, Hua Dai, P. Lancaster, 1997, Numer. Linear Algebra Appl..

A Review of Numerical Methods for Eigenvalue Problems Nonlinear in the Parameter

Peter Lancaster, P. Lancaster, 1977 .

A Fundamental Theorem on Lambda-Matrices with Applications -I. Ordinary Differential Equations with Constant Coefficients

Peter Lancaster, P. Lancaster, 1977 .

Quadratic matrix polynomials with a parameter

Leiba Rodman, Israel Gohberg, Peter Lancaster, 1986 .

Isospectral Vibrating Systems, Part 2: Structure Preserving Transformations

Uwe Prells, Peter Lancaster, P. Lancaster, 2005 .

Damped vibrations of beams and related spectral problems

Peter Lancaster, Andrei Andreevich Shkalikov, 1994 .

Algorithms for lambda-matrices

Peter Lancaster, P. Lancaster, 1964 .

ORDINARY DIFFERENTIAL EQUATIONS WITH CONSTANT COEFFICIENTS

Peter Lancaster, P. Lancaster, 1966 .

Inverse eigenvalue problems for damped vibrating systems

Peter Lancaster, John Maroulas, P. Lancaster, 1987 .

Recent Developments in Operator Theory and Its Applications : International Conference in Winnipeg, October 2-6, 1994

Israel Gohberg, Peter Lancaster, P. Lancaster, 1996 .

Spectral properties of a polynomial operator

Peter Lancaster, P. Lancaster, M. V. Pattabhiraman, 1969 .

Expressions for Damping Matrices in Linear Vibration Problems

Peter Lancaster, 1961 .

Some recent results on MDGKN‐systems

Santosh Kapuria, Peter Lancaster, Peter Hagedorn, 2015 .