Repository owner: SLICOT (slicot)
Numerical methods for systems and control, including matrix equations.
Repository · Pinned source (5eeb845d84f5) · Try in playground · Checked package example
Topics: control-systems, control-systems-design, descriptor-systems, eigenvalues, filtering, fortran, lapack, linear-algebra, lyapunov-equation, matrix-equations, periodic-systems, slicot, system-identification
Full upstream SLICOT FPM source library, linked to compatible LP64 BLAS/LAPACK with the manifest BLAS metapackage resolved explicitly. Sources are unchanged; legacy compiler compatibility flags retain upstream conventions. The main uses the author slicot module interface for SB03MD, constructs a stable nondiagonal 2-by-2 continuous Lyapunov problem from a known symmetric solution and checks both the independently computed matrix residual and the recovered solution including the solver scale factor. It requests the condition/error estimates but does not validate those estimates independently. Other matrix equations, model reduction, identification, robust control and every library routine are not validated.
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Build record verified 2026-10-29.
No other selected build records this repository as a dependency. This is not a measure of usage outside the catalog.
These mappings have pinned source evidence. A checked package example may exercise only some of them; source review is not a numerical benchmark.
Module: slicot
D8: verified
Derivatives / callbacks: not applicable
Dedicated D8 driver checks continuous/discrete Lyapunov with transpose options and Schur reuse using constructed known solutions, finite outputs, explicit success status and independently recomputed residuals. See docs/gams-matrix-equations.md for equations, storage, scaling and limitations.
Pinned source: src/SB03MD.f
Author examples/tests: examples/TSB03MD.f
Module: slicot
D8: verified
Derivatives / callbacks: not applicable
Dedicated D8 driver checks continuous rectangular Sylvester AX+XB=C using constructed known solutions, finite outputs, explicit success status and independently recomputed residuals. See docs/gams-matrix-equations.md for equations, storage, scaling and limitations.
Pinned source: src/SB04MD.f
Author examples/tests: examples/TSB04MD.f
Module: slicot
D8: verified
Derivatives / callbacks: not applicable
Dedicated D8 driver checks discrete rectangular Sylvester X+AXB=C using constructed known solutions, finite outputs, explicit success status and independently recomputed residuals. See docs/gams-matrix-equations.md for equations, storage, scaling and limitations.
Pinned source: src/SB04QD.f
Author examples/tests: examples/TSB04QD.f