Spectra v1.0.0
Finally, Spectra v1.0.0 is released!
This new version is the accumulation of dozens of new features and bug fixes, with the help of many users and contributors. The most visible changes compared to v0.9.0 include fully refactored code base using C++11, a redesigned API, and the newly added Davidson eigen solver by Jens Wehner and his group. More details can be found below and in the migration guide.
Added
- Added version macros
SPECTRA_MAJOR_VERSION
,SPECTRA_MINOR_VERSION
,SPECTRA_PATCH_VERSION
, andSPECTRA_VERSION
that are included by all eigen solvers - Added the wrapper class
SparseGenComplexShiftSolve
for eigen solver with complex shifts - Added the
SymGEigsShiftSolver
class for symmetric generalized eigen solver with real shifts - Added the wrapper class
SymShiftInvert
that can be used withSymGEigsShiftSolver
- Added test code for symmetric generalized eigen solver with real shifts
- Added an internal class
UpperHessenbergSchur
to compute the Schur decomposition of upper Hessenberg matrices more efficiently - Added a
Flags
template parameter to every matrix operation class (e.g.DenseCholesky
andDenseSymMatProd
), whose possible values areEigen::ColMajor
andEigen::RowMajor
. This parameter allows these wrapper classes to handle row-major matrices. If the input matrix is inconsistent with theFlags
parameter (e.g., ifFlags
isEigen::ColMajor
but the input matrix is row-major), a compiler error will occur - Added the member function
info()
and convergence tests toSparseRegularInverse
, suggested by @Spammed (#111) - Added symmetric Davidson eigen solver
DavidsonSymEigsSolver
, written by Felipe Zapata, Nicolas Renaud, Victor Azizi, Pablo Lopez-Tarifa, and Jens Wehner from the Netherlands eScience Center - Extended matrix operations in
DenseGenMatProd
,DenseSymMatProd
,SparseGenMatProd
, andSparseSymMatProd
to handle matrix-matrix products and coefficient-wise accessors
Changed
- API change: Spectra now requires C++11
- API change: All enumerations have been converted to enum classes (e.g.
LARGEST_MAGN
is nowSortRule::LargestMagn
) - API change: Selection rules are no longer template parameters. They are now specified in the
compute()
member function as arguments - API change: The
Scalar
template parameter has been removed from eigen solvers. Instead, matrix operation classes now need to define a public type namedScalar
- API change: Constructors of solvers now request references of matrix operators instead of pointers
- Clang-Format now uses the C++11 standard to format code
- Updated documentation to reflect the new API
- Many internal changes to make use of C++11 features
- Added a
SPECTRA_
prefix to each header guard to prevent potential name clash - Changed the default value of the
Flags
template parameter that exists in various class templates from0
to the more readable constantEigen::ColMajor
- Renamed the function
mat_prod
toperform_op
in theSparseRegularInverse
wrapper class. This makes the API more consistent when implementing new generalized eigen solvers - Improved the precision of
UpperHessenbergQR
andTridiagQR
by computing the Givens rotations in a more stable way - Added a deflation test to
TridiagQR
to accelerate the convergence of eigen solvers - Improved the precision of
TridiagQR::matrix_QtHQ()
by directly applying rotations to the original input matrix - Improved the precision of
DoubleShiftQR
by computing the Householder reflectors in a more stable way - Improved the deflation test in
DoubleShiftQR
- More careful computation of residual vectors in the
Lanczos
process - Initial vectors in the
Lanczos
andArnoldi
processes are now forced to be in the range of theA
matrix - More sensible test for orthogonality in generating new random vectors in the
Lanczos
andArnoldi
processes - In symmetric eigen solvers large shifts are applied first to increase precision
- Updated the included Catch2 to v2.13.6