Low-rank structure in HBVM stage equations is exploited via Krylov projection for linear cases and Newton-Krylov with adaptive time-stepping for nonlinear cases, shown efficient on semi-discretized wave equations.
The RKFIT Algorithm for Nonlinear Rational Approximation
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
verdicts
UNVERDICTED 3representative citing papers
b-d-Lawson combines barycentric rational representation with a dual optimization framework to solve interpolation-constrained rational minimax approximation via Lawson's iteration.
Vector fitting extracts poles from EMI measurements to track natural frequency shifts as damage indicators, claimed superior to RMSD and XCORR for high-frequency accuracy and physical insight in structural health monitoring.
citing papers explorer
-
Low-Rank Solvers for Energy-Conserving Hamiltonian Boundary Value Methods
Low-rank structure in HBVM stage equations is exploited via Krylov projection for linear cases and Newton-Krylov with adaptive time-stepping for nonlinear cases, shown efficient on semi-discretized wave equations.
-
Interpolation constrained rational minimax approximation with barycentric representation
b-d-Lawson combines barycentric rational representation with a dual optimization framework to solve interpolation-constrained rational minimax approximation via Lawson's iteration.
-
A Pole-Based Approach to Interpret Electromechanical Impedance Measurements in Structural Health Monitoring
Vector fitting extracts poles from EMI measurements to track natural frequency shifts as damage indicators, claimed superior to RMSD and XCORR for high-frequency accuracy and physical insight in structural health monitoring.