[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
... 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
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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
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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
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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
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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
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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
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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
... 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
... 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
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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 and ∞ and in fact, by examining A, we ... See full document
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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
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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
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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
... 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
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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
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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
... 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
... 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
... 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
... 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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