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[PDF] Top 20 Structured Quadraticization and Structure-Preserving Algorithm for Palindromic Polynomial Eigenvalue Problems

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Structured Quadraticization and Structure-Preserving Algorithm for Palindromic Polynomial Eigenvalue Problems

Structured Quadraticization and Structure-Preserving Algorithm for Palindromic Polynomial Eigenvalue Problems

... a structured quadraticization to transform a (?, ε)-PPEP with the even degree into a (?, ...a structure-preserving algorithm for solving the transformed ...bounds and the ... See full document

31

Structured Condition Number for Palindromic Polynomial Eigenvalue Problems

Structured Condition Number for Palindromic Polynomial Eigenvalue Problems

... λ and 1/λ ? . Result on unstructured condition number for a nonzero simple eigenvalue of poly- nomial eigenvalue problem (PEP) have been investigated by Tisseur (Linear Algebra ...bers ... See full document

20

Structured Backward Error for Palindromic Polynomial Eigenvalue Problems

Structured Backward Error for Palindromic Polynomial Eigenvalue Problems

... Quadratic Palindromic Eigenvalue Problem (QPEP) [1, 2, 3]: find a scalar λ and an n-dimensional vector x such that (A T 1 λ 2 + A 0 λ + A 1 )x = 0, ...0 and A 1 are n × n (complex) matrices, A ... See full document

24

Structured backward error for palindromic polynomial eigenvalue problems

Structured backward error for palindromic polynomial eigenvalue problems

... BVD, and palindromic approaches to dis- crete-time control ...trains, palindromic eigenvalue problems and structure-preserving doubling ...error and ... See full document

28

Numerically Stable, Structure-preserving Algorithms for Palindromic Quadratic Eigenvalue Problems

Numerically Stable, Structure-preserving Algorithms for Palindromic Quadratic Eigenvalue Problems

... an eigenvalue λ and its reciprocal ...rail and the train, all 2n eigenvalues and their associated eigenvectors are ...form and compute its generalized Schur form (see ...symplectic ... See full document

23

STRUCTURE-PRESERVING ARNOLDI-TYPE ALGORITHMS FOR PALINDROMIC QUADRATIC EIGENVALUE PROBLEMS

STRUCTURE-PRESERVING ARNOLDI-TYPE ALGORITHMS FOR PALINDROMIC QUADRATIC EIGENVALUE PROBLEMS

... (a) and (b) of Figure 6.4, we show those RRes for frequency ω = 50 and ω = 2000, ...“∆” and “×” denote the results computed by Algorithms ...5.2 and 5.3 are terminated for Ω = ... See full document

23

Structured doubling algorithms for solving g-palindromic quadratic eigenvalue problems

Structured doubling algorithms for solving g-palindromic quadratic eigenvalue problems

... generalized structure-preserving doubling algorithm (g-SDA) is developed and analyzed in Sections 2 and ...generalized palindromic QEP is discussed in Section ...5 and the ... See full document

17

Palindromic Quadratization and Structure-Preserving Algorithm for Palindromic 
Matrix Polynomials of Even Degree

Palindromic Quadratization and Structure-Preserving Algorithm for Palindromic Matrix Polynomials of Even Degree

... a palindromic quadratization to transform a palin- dromic matrix polynomial of even degree into a palindromic quadratic pencil, instead of the palin- dromic linearization to a palindromic ... See full document

20

Structure-Preserving Arnoldi-type Algorithms for
Solving Palindromic Quadratic Eigenvalue Problems in
Leaky Surface Wave Propagation

Structure-Preserving Arnoldi-type Algorithms for Solving Palindromic Quadratic Eigenvalue Problems in Leaky Surface Wave Propagation

... quadratic eigenvalue problems (TPQEP) arising from modeling leaky surface waves propagation in a acoustic resonator with in- finitely many periodically arranged interdigital ...Theory and is given to ... See full document

26

A FAST ALGORITHM FOR FAST TRAIN PALINDROMIC QUADRATIC EIGENVALUE PROBLEMS

A FAST ALGORITHM FOR FAST TRAIN PALINDROMIC QUADRATIC EIGENVALUE PROBLEMS

... block-rows and columns. Also H 0 is complex symmetric, i.e., H 0 T = H 0 . For future references, we will call PQEP ...Mehl, and Mehrmann [10, ...0 andand in fact, by examining A, we ... See full document

20

Solving a Structured Quadratic Eigenvalue Problem by a Structure-Preserving Doubling Algorithm

Solving a Structured Quadratic Eigenvalue Problem by a Structure-Preserving Doubling Algorithm

... A STRUCTURE-PRESERVING DOUBLING ALGORITHM CHUN-HUA GUO † AND WEN-WEI LIN ‡ ...a palindromic quadratic eigen- value problem (QEP) (λ 2 A T + λQ + A)z = 0, where A, Q ∈ C n×n and Q ... See full document

18

SOLVING A STRUCTURED QUADRATIC EIGENVALUE PROBLEM BY A STRUCTURE-PRESERVING DOUBLING ALGORITHM

SOLVING A STRUCTURED QUADRATIC EIGENVALUE PROBLEM BY A STRUCTURE-PRESERVING DOUBLING ALGORITHM

... A STRUCTURED QUADRATIC EIGENVALUE PROBLEM BY A STRUCTURE-PRESERVING DOUBLING ALGORITHM ∗ CHUN-HUA GUO † AND WEN-WEI LIN ‡ ...a palindromic quadratic eigen- value problem ... See full document

18

A structure-preserving doubling algorithm for quadratic eigenvalue problems arising from time-delay systems

A structure-preserving doubling algorithm for quadratic eigenvalue problems arising from time-delay systems

... The algorithm is efficient for small to medium size examples, as illustrated by numerical ...simulation. For large and structured problems, modifications to the SDA + Newton ... See full document

13

Vibration of Fast Trains, Palindromic Eigenvalue Problems and Structure-Preserving Doubling Algorithms

Vibration of Fast Trains, Palindromic Eigenvalue Problems and Structure-Preserving Doubling Algorithms

... highways and aircrafts made them practical for a greater portion of the population, especially in the ...Europe and Japan, emphasis was given to rebuilding the ...petroleum and environmental ... See full document

24

Structured Algorithms for Palindromic Quadratic Eigenvalue Problems Arising in Vibration of Fast Trains

Structured Algorithms for Palindromic Quadratic Eigenvalue Problems Arising in Vibration of Fast Trains

... proposed structured algorithms in Sections ...(ERS) and train suspension ...[22] and a procedure for designing an optimal ERS are proposed by ...frequency for such ...use ... See full document

25

Structure-preserving Arnoldi-type algorithm for solving eigenvalue problems in leaky surface wave propagation

Structure-preserving Arnoldi-type algorithm for solving eigenvalue problems in leaky surface wave propagation

... Þ for k ¼ 1; . . . ; 5 and takes a shift value s ¼ ...5;I and k 5;O ...in Algorithm 1, according to the relationship l ¼ k þ k 1 , the eigenvalue l of Kz ¼ l N z is far away from the ... See full document

12

Condition Numbers of Multiple Eigenvalue for Matrix Polynomial Eigenvalue Problems

Condition Numbers of Multiple Eigenvalue for Matrix Polynomial Eigenvalue Problems

... multiple eigenvalue of PEP whose largest Jordan block has size n 1 and let ω be a any positive ...Then for any positive number ε, sufficiently small, there is a matrix B 0 with kB 0 k ≤ ω such that ... See full document

17

Perturbation of Palindromic Eigenvalue Problems

Perturbation of Palindromic Eigenvalue Problems

... details. For general perturbation of eigenvalues for polynomial eigenvalue problems, see [1, ...results for general matrix polynomials, see the mas- terpiece ...of ... See full document

16

On the Inexact Structure-Preserving Arnoldi Methods for Hermitian and Skew-Hermitian Eigenvalue Problems

On the Inexact Structure-Preserving Arnoldi Methods for Hermitian and Skew-Hermitian Eigenvalue Problems

... Inexact Structure-Preserving Arnoldi Methods (ISPAM) for solving Hermitian and skew-Hermitian eigenvalue problems, by which the solutions can preserve the desirable numerical ... See full document

20

PERTURBATION RESULTS RELATED TO PALINDROMIC EIGENVALUE PROBLEMS

PERTURBATION RESULTS RELATED TO PALINDROMIC EIGENVALUE PROBLEMS

... polynomials, palindromic linearizations, the anti-triangular canonical form [16–18] and the semi-Schur anti-triangular canonical form is investigated by means of the Bauer–Fike technique for ... See full document

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