LTL  2.0.x
Class Hierarchy
This inheritance list is sorted roughly, but not completely, alphabetically:
[detail level 123]
oCltl::_et_applic_baseThis is just to keep everything together in class browsers
oCltl::AscFileColumns based interface to an ASCII data file
oCltl::BinTableClass for binary tables IO
oCblas_gbmv_dispatch< T >
oCblas_gbmv_dispatch< double >
oCblas_gbmv_dispatch< float >
oCltl::cast< To_Type >
oCltl::emptyData_
oCltl::ExprBase< Derived_T, N_Dims >
oCltl::ExprBase< ExprNode< A, N >, N >
oCltl::ExprBase< MArray< T, N >, N >
oCfdostream
oCltl::FitsCCSCCS interface class
oCltl::FitsExtensionCommon methods for FitsExtensionIn/Out
oCltl::FitsHeaderRepresentation of a complete FITS header. Holds also header I/O methods
oCltl::FitsIOFitsIO mother class: things FitsIn and FitsOut have in common
oCltl::FMatrix< T, M, N >Matrix with dimensions known at compile time
oCltl::FMatrix< double, N, N >
oCltl::FMatrix< TPAR, NPAR, NPAR >
oCltl::FourierTransform< T, N >
oCltl::FVMemory< T, N, S >Memory and data access interface for ltl::FVMemory
oCltl::FVMemory< bool, N, S >
oCltl::FVMemory< double, N, S >
oCltl::FVMemory< T, N, 0 >
oCltl::FVMemory< TPAR, N, S >
oCltl::GaussJ< T, N >Solve equation via Gauss-Jordan inversion or just do a Gauss-Jordan inversion
oClapack_sbev_dispatch< T >
oClapack_sbev_dispatch< double >
oClapack_sbev_dispatch< float >
oClapack_syev_dispatch< T >
oClapack_syev_dispatch< double >
oClapack_syev_dispatch< float >
oCltl::less_nan< T >
oCltl::LMFit< TFUNC, TPAR, NPAR, Solver >Marquardt-Levenberg fit to a generic function
oCltl::LTLIterator
oCltl::LUDecomposition< T, N >
oCltl::Marquardt< TFUNC, TPAR, TDAT, NPAR, NDIM >Marquardt-Levenberg approximation of an arbitrary fitfunction TFUNC
oCltl::MRQFunction< TPAR, TDAT, NPAR, NDIM >Mother (and example) for function class suitable for ltl::Marquardt
oCMRQFunction< TPAR, TDAT, NPAR, NDIM >Mother (and example) for function class suitable for ltl::Marquardt
oCMRQFunction< TPAR, TDAT, 10, 2 >
oCltl::MRQFunction< TPAR, TDAT, 10, 2 >
oCltl::MRQFunction< TPAR, TDAT, 3, 2 >
oCMRQFunction< TPAR, TDAT, 3, 2 >
oCMRQFunction< TPAR, TDAT, 5, 2 >
oCltl::MRQFunction< TPAR, TDAT, 5, 2 >
oCltl::MRQFunction< TPAR, TDAT, 7, 2 >
oCMRQFunction< TPAR, TDAT, 7, 2 >
oCMRQFunction< TPAR, TDAT, 8, 2 >
oCltl::MRQFunction< TPAR, TDAT, 8, 2 >
oCutil::OptionThe base class for all options
oCutil::OptionParserGeneric parser object for options
oCutil::OptionReaderAn abstract base class for sources feeding into util::OptionParser
oCltl::PolynomFit< TPAR, TDAT, ORDER, EXT, NDIM >Class to fit a NPAR polynome to an NDIM ltl::MArray
oCltl::PolynomFit< TPAR, TDAT, ORDER, EXT, 1 >Specialisation for NDIM == 1
oCltl::PolynomFit< TPAR, TDAT, ORDER, false, 2 >Specialisation for NDIM == 2 and restrict mixed terms to sum( exponents ) <= ORDER
oCltl::PolynomFit< TPAR, TDAT, ORDER, true, 2 >Specialisation for NDIM == 2 and any mixed terms
oCltl::RangeClass to enable referencing of ltl::MArray index ranges
oCutil::RegionTo represent geometries or subarrays of N-dimensional arrays
oCltl::Shape< N >
oCutil::StringFactoryThis class returns a number in the requested type
oCltl::SVDecomposition< T >
oCutil::Timer
oCltl::tMatClearHesse< TPAR, NPAR >
oCltl::tMatClearHesseSplit< TPAR, NPAR, unroll >
oCltl::tMatClearHesseSplit< TPAR, NPAR, false >
oCltl::tMatClearHesseSplit< TPAR, NPAR, true >
oCltl::tMatElimLoop< T, N >
oCltl::tMatElimSplitLoop< T, N, unroll >
oCltl::tMatFillHesse< TPAR, NPAR >
oCltl::tMatFillHesseSplit< TPAR, NPAR, unroll >
oCltl::tMatFillHesseSplit< TPAR, NPAR, false >
oCltl::tMatFillHesseSplit< TPAR, NPAR, true >
oCltl::tMatHesse< TPAR, NPAR >
oCltl::tMatHesseSplit< TPAR, NPAR, unroll >
oCltl::tMatHesseSplit< TPAR, NPAR, false >
oCltl::tMatHesseSplit< TPAR, NPAR, true >
oCltl::tMatPivLoop< T, N >
oCltl::tMatPivSplitLoop< T, N, unroll >
oCltl::tMatRestLoop< T, N >
oCltl::tMatRestSplitLoop< T, N, unroll >
oCltl::tNMatClearHesse< TPAR, NPAR, L, K >
oCltl::tNMatClearHesse< TPAR, NPAR, 0, 0 >
oCltl::tNMatClearHesse< TPAR, NPAR, L, 0 >
oCltl::tNMatClearHesse< TPAR, NPAR, L, 1 >
oCltl::tNMatElimLoop< T, N, L >
oCltl::tNMatFillHesse< TPAR, NPAR, L, K >
oCltl::tNMatFillHesse< TPAR, NPAR, 1, 0 >
oCltl::tNMatFillHesse< TPAR, NPAR, L, 0 >
oCltl::tNMatFillHesse< TPAR, NPAR, L, 1 >
oCltl::tNMatHesse< TPAR, NPAR, L, K >
oCltl::tNMatHesse< TPAR, NPAR, 0, 0 >
oCltl::tNMatHesse< TPAR, NPAR, L, 0 >
oCltl::tNMatHesse< TPAR, NPAR, L, 1 >
oCltl::tNMatPivLoop< T, N, I, J >
oCltl::tNMatPivot< T >
oCltl::tNMatRestLoop< T, N, L >
oCutil::UTDateRepresenting UT as a wrapped time_t mother class
oCltl::WCS< N >Base class for intermediate WCs calculation
oCltl::WCS< 2 >
oCdouble
oCdouble *
oCexception
oCint
\CMArray< TDAT, NDIM >