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Hamiltonian matrix
1 Introduction
Eigenvalue Perturbation Theory of Structured Real Matrices and Their Sign Characteristics Under Generic Structured Rank-One Perturbations∗
Hamiltonian Matrix Representations for the Determination of Approximate Wave Functions for Molecular Resonances
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H = Hamiltonian Matrix S = Overlap Matrix
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Appendix a Mathematical Operations
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Householder Symposium XIX June 8-13, Spa Belgium
Top View
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On Linear Hamiltonian Systems
Transformations of Ray Transferences of Optical Systems to Augmented Hamiltonian Matrices and the Problem of the Average System*
Versal Deformations and Normal Forms for Reversible and Hamiltonian Linear Systems
A Schur Decomposition for Hamiltonian Matrices
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Hamiltonian Square Roots of Skew-Hamiltonian Matrices Revisited Khakim D
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Symplectic Analogs of Polar Decomposition and Their
1 Introduction
Structured Qr Algorithms for Hamiltonian Symmetric Matrices∗
Skew-Hamiltonian and Hamiltonian Eigenvalue Problems: Theory, Algorithms and Applications
Hamiltonian Dynamics 136
Properties of Definite Bethe–Salpeter Eigenvalue Problems
Structure-Preserving Schur Methods for Computing Square Roots of Real
Skew-Symmetric Matrix Polynomials and Their Smith Forms
Passivity Enforcement on Loewner Matrix-Based Descriptor System Models
Quantum Algorithm for Simulating Hamiltonian Dynamics with an Off
An Extended Hamiltonian QR Algorithms Micol Ferranti, Bruno Iannazzo, Thomas Mach, and Raf Vandebril
On the $ E $-Polynomial of Parabolic $\Mathrm {Sp} {2N} $-Character
Arxiv:1908.03740V2 [Cond-Mat.Stat-Mech] 4 Aug 2020 the Two-Body X Terms Requires Novel Cluster Up- QMC Approaches [12, 19] Due to the Random Connec- Dates [12]
A Sort-Jacobi Algorithm on Semisimple Lie Algebras∗ 1
A Parallel Algorithm for Hamiltonian Matrix Construction in Electron-Molecule Collision Calculations: MPI-SCATCI
Quantum Mechanical Systems Is BQP-Hard and Expected to Be One of the Foremost Applications of Quantum Computers
Relativistic Kinetic-Balance Condition for Explicitly Correlated Basis
Structured Matrix Computations in Non-Euclidean Geometries: Algorithms and Applications
When Is a Hamiltonian Matrix the Commutator of Two Skew-Hamiltonian Matrices?
Measures for Robust Stability and Controllability
Quantum Matrix Diagonalization Visualized
Exact Low-Order Polynomial Expressions to Compute the Kolmogoroff-Nagumo Mean in the Affine Symplectic Group of Optical Transference Matrices
First Order Structure-Preserving Perturbation Theory for Eigenvalues of Symplectic Matrices
Passivation of LTI Systems
Motivation, Review of SU(2) Basics 1. Symmetries II: Non-Abelian
Quasi-Real Normal Matrices and Eigenvalue Pairings Geoffrey R
Supplementary Chapters 11-15 (Pdf)
Arxiv:1610.05816V2 [Cond-Mat.Dis-Nn] 5 Jan 2017 2
Determining Quantum Monte Carlo Simulability with Geometric Phases
Structured Qr Algorithms for Hamiltonian Symmetric Matrices∗
Arxiv:1703.02893V3 [Physics.Gen-Ph]
Balancing Skew-Hamiltonian/Hamiltonian Pencils with Applications in Control Engineering
ILAS Conference Pure and Applied Linear Algebra
Arxiv:1201.0907V3 [Math-Ph] 16 Jul 2013 Yaisadcnrlter.A(O-Xasie Itis Refs
Arxiv:1711.07090V2 [Nucl-Th] 6 Jun 2018 Extremal Eigenvectors Do Not Explore the Large Dimensionality of the Linear Space
On Matrix Nearness Problems: Distance to Delocalization
Block-Diagonalization of Pairing Hamiltonians Using Spin Transpositions
Improved Balancing for General and Structured Eigenvalue Problems