Mercurial > hg > octave-terminal
changeset 3220:3deb1105fbc1
[project @ 1998-11-19 00:06:30 by jwe]
author | jwe |
---|---|
date | Thu, 19 Nov 1998 00:06:34 +0000 |
parents | 30770ba4457a |
children | eba59b8c64dc |
files | configure.in kpathsea/ChangeLog kpathsea/kdefault.c liboctave/ChangeLog liboctave/lo-specfun.cc liboctave/lo-specfun.h src/ChangeLog src/DLD-FUNCTIONS/besselj.cc src/lex.l src/ov-base-mat.cc src/ov-base-mat.h src/ov-bool-mat.cc src/ov-bool-mat.h src/ov-ch-mat.cc src/ov-ch-mat.h src/ov-complex.h src/ov-cx-mat.cc src/ov-cx-mat.h src/ov-re-mat.cc src/ov-re-mat.h |
diffstat | 20 files changed, 1136 insertions(+), 442 deletions(-) [+] |
line wrap: on
line diff
--- a/configure.in +++ b/configure.in @@ -21,7 +21,7 @@ ### Software Foundation, 59 Temple Place - Suite 330, Boston, MA ### 02111-1307, USA. -AC_REVISION($Revision: 1.310 $) +AC_REVISION($Revision: 1.311 $) AC_PREREQ(2.9) AC_INIT(src/octave.cc) AC_CONFIG_HEADER(config.h) @@ -1145,12 +1145,12 @@ doc/liboctave/Makefile doc/refcard/Makefile emacs/Makefile \ examples/Makefile liboctave/Makefile src/Makefile \ libcruft/Makefile libcruft/Makerules \ - libcruft/blas/Makefile libcruft/dassl/Makefile \ - libcruft/fftpack/Makefile libcruft/lapack/Makefile \ - libcruft/linpack/Makefile libcruft/minpack/Makefile \ - libcruft/misc/Makefile libcruft/odepack/Makefile \ - libcruft/ordered-qz/Makefile libcruft/quadpack/Makefile \ - libcruft/ranlib/Makefile libcruft/specfun/Makefile \ + libcruft/amos/Makefile libcruft/blas/Makefile \ + libcruft/dassl/Makefile libcruft/fftpack/Makefile \ + libcruft/lapack/Makefile libcruft/linpack/Makefile \ + libcruft/minpack/Makefile libcruft/misc/Makefile \ + libcruft/odepack/Makefile libcruft/ordered-qz/Makefile \ + libcruft/quadpack/Makefile libcruft/ranlib/Makefile \ libcruft/slatec-fn/Makefile libcruft/slatec-err/Makefile \ libcruft/villad/Makefile)
--- a/kpathsea/ChangeLog +++ b/kpathsea/ChangeLog @@ -1,3 +1,11 @@ +Fri Nov 13 08:24:34 1998 John W. Eaton <jwe@bevo.che.wisc.edu> + + * kdefault.c (kpse_expand_default): In loop that checks for + doubled colon, just break out of the inner loop when a match is + found. Don't check for expansion == path because we've already + duplicated path to avoid memory problems (see previous change). + From Rafael Laboissiere <rafael@icp.inpg.fr>. + Fri Oct 23 22:05:46 1998 John W. Eaton <jwe@bevo.che.wisc.edu> * kdefault.c (kpse_expand_default): Always return newly allocated
--- a/kpathsea/kdefault.c +++ b/kpathsea/kdefault.c @@ -62,7 +62,7 @@ /* What we'll return if we find none. */ expansion = xstrdup (path); - for (loc = path; *loc && expansion == path; loc++) + for (loc = path; *loc; loc++) { if (IS_ENV_SEP (loc[0]) && IS_ENV_SEP (loc[1])) { /* We have a doubled colon. */ @@ -75,6 +75,8 @@ /* Copy in FALLBACK, and then the rest of PATH. */ strcat (expansion, fallback); strcat (expansion, loc + 1); + + break; } } }
--- a/liboctave/ChangeLog +++ b/liboctave/ChangeLog @@ -1,3 +1,8 @@ +Tue Nov 17 23:47:24 1998 John W. Eaton <jwe@bevo.che.wisc.edu> + + * lo-specfun.cc (besselh, airy, biry): New functions. + Update Bessel function support to use library by D. E. Amos. + Thu Nov 12 17:44:15 1998 John W. Eaton <jwe@bevo.che.wisc.edu> * cmd-edit.h (command_editor::readline): Add new variation that
--- a/liboctave/lo-specfun.cc +++ b/liboctave/lo-specfun.cc @@ -25,25 +25,46 @@ #endif #include "Range.h" -#include "dColVector.h" +#include "CColVector.h" +#include "CMatrix.h" +#include "dRowVector.h" #include "dMatrix.h" #include "f77-fcn.h" #include "lo-error.h" +#include "lo-ieee.h" +#include "lo-specfun.h" #include "mx-inlines.cc" extern "C" { - int F77_FCN (rjbesl, RJBESL) (const double&, const double&, - const int&, double*, int&); + int F77_FCN (zbesj, ZBESJ) (const double&, const double&, + const double&, const int&, const int&, + double*, double*, int&, int&); - int F77_FCN (rybesl, RYBESL) (const double&, const double&, - const int&, double*, int&); + int F77_FCN (zbesy, ZBESY) (const double&, const double&, + const double&, const int&, const int&, + double*, double*, int&, + double*, double*, int&); + + int F77_FCN (zbesi, ZBESI) (const double&, const double&, + const double&, const int&, const int&, + double*, double*, int&, int&); - int F77_FCN (ribesl, RIBESL) (const double&, const double&, - const int&, const int&, double*, int&); + int F77_FCN (zbesk, ZBESK) (const double&, const double&, + const double&, const int&, const int&, + double*, double*, int&, int&); + + int F77_FCN (zbesh, ZBESH) (const double&, const double&, + const double&, const int&, const int&, + const int&, double*, double*, int&, int&); - int F77_FCN (rkbesl, RKBESL) (const double&, const double&, - const int&, const int&, double*, int&); + int F77_FCN (zairy, ZAIRY) (const double&, const double&, + const int&, const int&, + double&, double&, int&, int&); + + int F77_FCN (zbiry, ZBIRY) (const double&, const double&, + const int&, const int&, + double&, double&, int&); int F77_FCN (xdacosh, XDACOSH) (const double&, double&); @@ -132,179 +153,518 @@ return result; } -int -F77_FCN (ribesl, RIBESL) (const double& x, const double& alpha, - const int& nb, double *result, int& ncalc) +static inline Complex +zbesj (const Complex& z, double alpha, int kode, int& ierr); + +static inline Complex +zbesy (const Complex& z, double alpha, int kode, int& ierr); + +static inline Complex +zbesi (const Complex& z, double alpha, int kode, int& ierr); + +static inline Complex +zbesk (const Complex& z, double alpha, int kode, int& ierr); + +static inline Complex +zbesh1 (const Complex& z, double alpha, int kode, int& ierr); + +static inline Complex +zbesh2 (const Complex& z, double alpha, int kode, int& ierr); + +static inline Complex +bessel_return_value (const Complex& val, int ierr) { - int retval = 0; - F77_FCN (ribesl, RIBESL) (x, alpha, nb, 1, result, ncalc); + static const Complex inf_val = Complex (octave_Inf, octave_Inf); + static const Complex nan_val = Complex (octave_NaN, octave_NaN); + + Complex retval; + + switch (ierr) + { + case 0: + case 3: + retval = val; + break; + + case 2: + retval = inf_val; + break; + + default: + retval = nan_val; + break; + } + return retval; } -int -F77_FCN (rkbesl, RKBESL) (const double& x, const double& alpha, - const int& nb, double *result, int& ncalc) +static inline Complex +zbesj (const Complex& z, double alpha, int kode, int& ierr) { - int retval = 0; - F77_FCN (rkbesl, RKBESL) (x, alpha, nb, 1, result, ncalc); + Complex retval; + + if (alpha >= 0.0) + { + double yr = 0.0; + double yi = 0.0; + + int nz; + + double zr = z.real (); + double zi = z.imag (); + + F77_FCN (zbesj, ZBESJ) (zr, zi, alpha, kode, 1, &yr, &yi, nz, ierr); + + if (zi == 0.0 && zr > 0.0) + yi = 0.0; + + retval = bessel_return_value (Complex (yr, yi), ierr); + } + else + { + alpha = -alpha; + + Complex tmp = cos (M_PI * alpha) * zbesj (z, alpha, kode, ierr); + + if (ierr == 0 || ierr == 3) + { + tmp -= sin (M_PI * alpha) * zbesy (z, alpha, kode, ierr); + + retval = bessel_return_value (tmp, ierr); + } + else + retval = Complex (octave_NaN, octave_NaN); + } + return retval; } -typedef int (*fptr) (const double&, const double&, const int&, double*, int&); - -static Matrix -do_bessel (fptr f, const char *fn, double alpha, const Matrix& x) +static inline Complex +zbesy (const Complex& z, double alpha, int kode, int& ierr) { - Matrix retval; + Complex retval; if (alpha >= 0.0) { - int nb = 1; + double yr = 0.0; + double yi = 0.0; + + int nz; + + double wr, wi; - if (alpha >= 1.0) + double zr = z.real (); + double zi = z.imag (); + + ierr = 0; + + if (zr == 0.0 && zi == 0.0) { - double integral; - alpha = modf (alpha, &integral); - nb = static_cast<int> (integral) + 1; + yr = -octave_Inf; + yi = 0.0; + } + else + { + F77_FCN (zbesy, ZBESY) (zr, zi, alpha, kode, 1, &yr, &yi, nz, + &wr, &wi, ierr); + + if (zi == 0.0 && zr > 0.0) + yi = 0.0; } - Array<double> tmp (nb); - - double *ptmp = tmp.fortran_vec (); + return bessel_return_value (Complex (yr, yi), ierr); + } + else + { + alpha = -alpha; - int x_nr = x.rows (); - int x_nc = x.cols (); + Complex tmp = cos (M_PI * alpha) * zbesy (z, alpha, kode, ierr); - retval.resize (x_nr, x_nc); - - int ncalc; - - for (int j = 0; j < x_nc; j++) + if (ierr == 0 || ierr == 3) { - for (int i = 0; i < x_nr; i++) - { - f (x(i,j), alpha, nb, ptmp, ncalc); + tmp += sin (M_PI * alpha) * zbesj (z, alpha, kode, ierr); + + retval = bessel_return_value (tmp, ierr); + } + else + retval = Complex (octave_NaN, octave_NaN); + } + + return retval; +} + +static inline Complex +zbesi (const Complex& z, double alpha, int kode, int& ierr) +{ + Complex retval; - if (ncalc < 0) - { - (*current_liboctave_error_handler) - ("%s: error computing function values", fn); + if (alpha >= 0.0) + { + double yr = 0.0; + double yi = 0.0; + + int nz; - return Matrix (); - } + double zr = z.real (); + double zi = z.imag (); + + F77_FCN (zbesi, ZBESI) (zr, zi, alpha, kode, 1, &yr, &yi, nz, ierr); - retval(i,j) = tmp(nb-1); - } - } + if (zi == 0.0 && zr > 0.0) + yi = 0.0; + + retval = bessel_return_value (Complex (yr, yi), ierr); } else - (*current_liboctave_error_handler) - ("%s: alpha must be greater than zero", fn); + { + alpha = -alpha; + + Complex tmp = zbesi (z, alpha, kode, ierr); + + if (ierr == 0 || ierr == 3) + { + tmp += (2.0 / M_PI) * sin (M_PI * alpha) + * zbesk (z, alpha, kode, ierr); + + retval = bessel_return_value (tmp, ierr); + } + else + retval = Complex (octave_NaN, octave_NaN); + } + + return retval; +} + +static inline Complex +zbesk (const Complex& z, double alpha, int kode, int& ierr) +{ + Complex retval; + + if (alpha >= 0.0) + { + double yr = 0.0; + double yi = 0.0; + + int nz; + + double zr = z.real (); + double zi = z.imag (); + + ierr = 0; + + if (zr == 0.0 && zi == 0.0) + { + yr = octave_Inf; + yi = 0.0; + } + else + { + F77_FCN (zbesk, ZBESK) (zr, zi, alpha, kode, 1, &yr, &yi, nz, ierr); + + if (zi == 0.0 && zr > 0.0) + yi = 0.0; + } + + retval = bessel_return_value (Complex (yr, yi), ierr); + } + else + { + Complex tmp = zbesk (z, -alpha, kode, ierr); + + retval = bessel_return_value (tmp, ierr); + } return retval; } -static Matrix -do_bessel (fptr f, const char *fn, const Range& alpha_range, - const ColumnVector& x) +static inline Complex +zbesh1 (const Complex& z, double alpha, int kode, int& ierr) { - Matrix retval; + Complex retval; - double alpha_base = alpha_range.base (); - - if (alpha_base >= 0.0) + if (alpha >= 0.0) { - int nb_orig = alpha_range.nelem (); - int nb = nb_orig; - int offset = 0; + double yr = 0.0; + double yi = 0.0; + + int nz; + + double zr = z.real (); + double zi = z.imag (); - if (alpha_base >= 1.0) - { - double integral; - alpha_base = modf (alpha_base, &integral); - offset = static_cast<int> (integral); - nb += offset; - } + F77_FCN (zbesh, ZBESH) (zr, zi, alpha, kode, 1, 1, &yr, &yi, nz, ierr); - Array<double> tmp (nb); + retval = bessel_return_value (Complex (yr, yi), ierr); + } + else + { + alpha = -alpha; + + static const Complex eye = Complex (0.0, 1.0); - double *ptmp = tmp.fortran_vec (); + Complex tmp = exp (M_PI * alpha * eye) * zbesh1 (z, alpha, kode, ierr); - int x_len = x.length (); - - retval.resize (x_len, nb_orig); + retval = bessel_return_value (tmp, ierr); + } - int ncalc; + return retval; +} - for (int i = 0; i < x_len; i++) - { - f (x(i), alpha_base, nb, ptmp, ncalc); +static inline Complex +zbesh2 (const Complex& z, double alpha, int kode, int& ierr) +{ + Complex retval; - if (ncalc < 0) - { - (*current_liboctave_error_handler) - ("%s: error computing function values", fn); + if (alpha >= 0.0) + { + double yr = 0.0; + double yi = 0.0; + + int nz; - return Matrix (); - } + double zr = z.real (); + double zi = z.imag (); - for (int j = 0; j < nb_orig; j++) - retval(i,j) = tmp(offset+j); - } + F77_FCN (zbesh, ZBESH) (zr, zi, alpha, kode, 2, 1, &yr, &yi, nz, ierr); + + retval = bessel_return_value (Complex (yr, yi), ierr); } else - (*current_liboctave_error_handler) - ("%s: alpha must be greater than zero", fn); + { + alpha = -alpha; + + static const Complex eye = Complex (0.0, 1.0); + + Complex tmp = exp (-M_PI * alpha * eye) * zbesh2 (z, alpha, kode, ierr); + + retval = bessel_return_value (tmp, ierr); + } + + return retval; +} + +typedef Complex (*fptr) (const Complex&, double, int, int&); + +static inline Complex +do_bessel (fptr f, const char *, double alpha, const Complex& x, + bool scaled, int& ierr) +{ + Complex retval; + + retval = f (x, alpha, (scaled ? 2 : 1), ierr); + + return retval; +} + +static inline ComplexMatrix +do_bessel (fptr f, const char *, double alpha, const ComplexMatrix& x, + bool scaled, Array2<int>& ierr) +{ + int nr = x.rows (); + int nc = x.cols (); + + ComplexMatrix retval (nr, nc); + + ierr.resize (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = f (x(i,j), alpha, (scaled ? 2 : 1), ierr(i,j)); + + return retval; +} + +static inline ComplexMatrix +do_bessel (fptr f, const char *, const Matrix& alpha, const Complex& x, + bool scaled, Array2<int>& ierr) +{ + int nr = alpha.rows (); + int nc = alpha.cols (); + + ComplexMatrix retval (nr, nc); + + ierr.resize (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = f (x, alpha(i,j), (scaled ? 2 : 1), ierr(i,j)); return retval; } -Matrix -besselj (double alpha, const Matrix& x) +static inline ComplexMatrix +do_bessel (fptr f, const char *fn, const Matrix& alpha, + const ComplexMatrix& x, bool scaled, Array2<int>& ierr) { - return do_bessel (F77_FCN (rjbesl, RJBESL), "besselj", alpha, x); + ComplexMatrix retval; + + int x_nr = x.rows (); + int x_nc = x.cols (); + + int alpha_nr = alpha.rows (); + int alpha_nc = alpha.cols (); + + if (x_nr == alpha_nr && x_nc == alpha_nc) + { + int nr = x_nr; + int nc = x_nc; + + retval.resize (nr, nc); + + ierr.resize (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = f (x(i,j), alpha(i,j), (scaled ? 2 : 1), ierr(i,j)); + } + else + (*current_liboctave_error_handler) + ("%s: the sizes of alpha and x must conform", fn); + + return retval; } -Matrix -bessely (double alpha, const Matrix& x) +static inline ComplexMatrix +do_bessel (fptr f, const char *, const RowVector& alpha, + const ComplexColumnVector& x, bool scaled, Array2<int>& ierr) { - return do_bessel (F77_FCN (rybesl, RYBESL), "bessely", alpha, x); -} + int nr = x.length (); + int nc = alpha.length (); + + ComplexMatrix retval (nr, nc); -Matrix -besseli (double alpha, const Matrix& x) -{ - return do_bessel (F77_FCN (ribesl, RIBESL), "besseli", alpha, x); + ierr.resize (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = f (x(i), alpha(j), (scaled ? 2 : 1), ierr(i,j)); + + return retval; } -Matrix -besselk (double alpha, const Matrix& x) +#define SS_BESSEL(name, fcn) \ + Complex \ + name (double alpha, const Complex& x, bool scaled, int& ierr) \ + { \ + return do_bessel (fcn, #name, alpha, x, scaled, ierr); \ + } + +#define SM_BESSEL(name, fcn) \ + ComplexMatrix \ + name (double alpha, const ComplexMatrix& x, bool scaled, \ + Array2<int>& ierr) \ + { \ + return do_bessel (fcn, #name, alpha, x, scaled, ierr); \ + } + +#define MS_BESSEL(name, fcn) \ + ComplexMatrix \ + name (const Matrix& alpha, const Complex& x, bool scaled, \ + Array2<int>& ierr) \ + { \ + return do_bessel (fcn, #name, alpha, x, scaled, ierr); \ + } + +#define MM_BESSEL(name, fcn) \ + ComplexMatrix \ + name (const Matrix& alpha, const ComplexMatrix& x, bool scaled, \ + Array2<int>& ierr) \ + { \ + return do_bessel (fcn, #name, alpha, x, scaled, ierr); \ + } + +#define RC_BESSEL(name, fcn) \ + ComplexMatrix \ + name (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, \ + Array2<int>& ierr) \ + { \ + return do_bessel (fcn, #name, alpha, x, scaled, ierr); \ + } + +#define ALL_BESSEL(name, fcn) \ + SS_BESSEL (name, fcn) \ + SM_BESSEL (name, fcn) \ + MS_BESSEL (name, fcn) \ + MM_BESSEL (name, fcn) \ + RC_BESSEL (name, fcn) + +ALL_BESSEL (besselj, zbesj) +ALL_BESSEL (bessely, zbesy) +ALL_BESSEL (besseli, zbesi) +ALL_BESSEL (besselk, zbesk) +ALL_BESSEL (besselh1, zbesh1) +ALL_BESSEL (besselh2, zbesh2) + +Complex +airy (const Complex& z, bool deriv, bool scaled, int& ierr) { - return do_bessel (F77_FCN (rkbesl, RKBESL), "besselk", alpha, x); -} + double ar = 0.0; + double ai = 0.0; + + int nz; + + double zr = z.real (); + double zi = z.imag (); -Matrix -besselj (const Range& alpha, const ColumnVector& x) -{ - return do_bessel (F77_FCN (rjbesl, RJBESL), "besselj", alpha, x); + int id = deriv ? 1 : 0; + + int kode = scaled ? 2 : 1; + + F77_FCN (zairy, ZAIRY) (zr, zi, id, kode, ar, ai, nz, ierr); + + return bessel_return_value (Complex (ar, ai), ierr); } -Matrix -bessely (const Range& alpha, const ColumnVector& x) +Complex +biry (const Complex& z, bool deriv, bool scaled, int& ierr) { - return do_bessel (F77_FCN (rybesl, RYBESL), "bessely", alpha, x); + double ar = 0.0; + double ai = 0.0; + + double zr = z.real (); + double zi = z.imag (); + + int id = deriv ? 1 : 0; + + int kode = scaled ? 2 : 1; + + F77_FCN (zbiry, ZBIRY) (zr, zi, id, kode, ar, ai, ierr); + + return bessel_return_value (Complex (ar, ai), ierr); } -Matrix -besseli (const Range& alpha, const ColumnVector& x) +ComplexMatrix +airy (const ComplexMatrix& z, bool deriv, bool scaled, Array2<int>& ierr) { - return do_bessel (F77_FCN (ribesl, RIBESL), "besseli", alpha, x); + int nr = z.rows (); + int nc = z.cols (); + + ComplexMatrix retval (nr, nc); + + ierr.resize (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = airy (z(i,j), deriv, scaled, ierr(i,j)); + + return retval; } -Matrix -besselk (const Range& alpha, const ColumnVector& x) +ComplexMatrix +biry (const ComplexMatrix& z, bool deriv, bool scaled, Array2<int>& ierr) { - return do_bessel (F77_FCN (rkbesl, RKBESL), "besselk", alpha, x); + int nr = z.rows (); + int nc = z.cols (); + + ComplexMatrix retval (nr, nc); + + ierr.resize (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = biry (z(i,j), deriv, scaled, ierr(i,j)); + + return retval; } static void
--- a/liboctave/lo-specfun.h +++ b/liboctave/lo-specfun.h @@ -23,8 +23,13 @@ #if !defined (octave_liboctave_specfun_h) #define octave_liboctave_specfun_h 1 -class ColumnVector; +#include "oct-cmplx.h" + +template <class T> class Array2; class Matrix; +class ComplexMatrix; +class RowVector; +class ComplexColumnVector; class Range; #if !defined (HAVE_ACOSH) @@ -50,15 +55,128 @@ extern double xgamma (double x); extern double xlgamma (double x); -extern Matrix besselj (double alpha, const Matrix& x); -extern Matrix bessely (double alpha, const Matrix& x); -extern Matrix besseli (double alpha, const Matrix& x); -extern Matrix besselk (double alpha, const Matrix& x); +extern Complex +besselj (double alpha, const Complex& x, bool scaled, int& ierr); + +extern Complex +bessely (double alpha, const Complex& x, bool scaled, int& ierr); + +extern Complex +besseli (double alpha, const Complex& x, bool scaled, int& ierr); + +extern Complex +besselk (double alpha, const Complex& x, bool scaled, int& ierr); + +extern Complex +besselh1 (double alpha, const Complex& x, bool scaled, int& ierr); + +extern Complex +besselh2 (double alpha, const Complex& x, bool scaled, int& ierr); + +extern ComplexMatrix +besselj (double alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +bessely (double alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besseli (double alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselk (double alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh1 (double alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh2 (double alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselj (const Matrix& alpha, const Complex& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +bessely (const Matrix& alpha, const Complex& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besseli (const Matrix& alpha, const Complex& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselk (const Matrix& alpha, const Complex& x, bool scaled, + Array2<int>& ierr); -extern Matrix besselj (const Range& alpha, const ColumnVector& x); -extern Matrix bessely (const Range& alpha, const ColumnVector& x); -extern Matrix besseli (const Range& alpha, const ColumnVector& x); -extern Matrix besselk (const Range& alpha, const ColumnVector& x); +extern ComplexMatrix +besselh1 (const Matrix& alpha, const Complex& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh2 (const Matrix& alpha, const Complex& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselj (const Matrix& alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +bessely (const Matrix& alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besseli (const Matrix& alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselk (const Matrix& alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh1 (const Matrix& alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh2 (const Matrix& alpha, const ComplexMatrix& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselj (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +bessely (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besseli (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselk (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh1 (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, + Array2<int>& ierr); + +extern ComplexMatrix +besselh2 (const RowVector& alpha, const ComplexColumnVector& x, bool scaled, + Array2<int>& ierr); + +extern Complex airy (const Complex& z, bool deriv, bool scaled, int& ierr); +extern Complex biry (const Complex& z, bool deriv, bool scaled, int& ierr); + +extern ComplexMatrix +airy (const ComplexMatrix& z, bool deriv, bool scaled, Array2<int>& ierr); + +extern ComplexMatrix +biry (const ComplexMatrix& z, bool deriv, bool scaled, Array2<int>& ierr); extern double betainc (double x, double a, double b); extern Matrix betainc (double x, double a, const Matrix& b);
--- a/src/ChangeLog +++ b/src/ChangeLog @@ -1,3 +1,31 @@ +Wed Nov 18 01:18:46 1998 John W. Eaton <jwe@bevo.che.wisc.edu> + + * ov-base-mat.cc (octave_base_matrix::is_true): New function. + * ov-bool-mat.cc (octave_bool_matrix::is_true): Delete. + * ov-ch-mat.cc (octave_char_matrix::is_true): Delete. + * ov-cx-mat.cc (octave_complex_matrix::is_true): Delete. + * ov-re-mat.cc (octave_matrix::is_true): Delete. + + * ov-base-mat.cc (octave_base_matrix::do_index_op): New function. + * ov-bool-mat.cc (octave_bool_matrix::do_index_op): Delete. + * ov-cx-mat.cc (octave_complex_matrix::do_index_op): Delete. + * ov-re-mat.cc (octave_matrix::do_index_op): Delete. + + * mappers.cc: Don't include lo-specfun.h. + +Tue Nov 17 14:35:56 1998 John W. Eaton <jwe@bevo.che.wisc.edu> + + * besselj.cc (Fbesselh, Fairy); New functions. + (Fbesselj, Fbessely, Fbesselk, Fbesseli): Update doc strings. + (do_bessel): Handle additional args. + +Fri Nov 13 14:47:11 1998 John W. Eaton <jwe@bevo.che.wisc.edu> + + * lex.l (NUMBER): Allow hexadecimal constants. + (looks_like_hex): New function. + (handle_number): Check for hexadecimal constants and convert them + to unsigned integer values. + Thu Nov 12 11:13:24 1998 John W. Eaton <jwe@bevo.che.wisc.edu> * input.cc (gnu_readline): Check for EOF from command_editor::readline.
--- a/src/DLD-FUNCTIONS/besselj.cc +++ b/src/DLD-FUNCTIONS/besselj.cc @@ -32,25 +32,43 @@ #include "oct-obj.h" #include "utils.h" -#define DO_BESSEL(type, alpha, x) \ +enum bessel_type +{ + BESSEL_J, + BESSEL_Y, + BESSEL_I, + BESSEL_K, + BESSEL_H1, + BESSEL_H2 +}; + +#define DO_BESSEL(type, alpha, x, scaled, ierr, result) \ do \ { \ switch (type) \ { \ - case 'j': \ - retval = besselj (alpha, x); \ + case BESSEL_J: \ + result = besselj (alpha, x, scaled, ierr); \ + break; \ + \ + case BESSEL_Y: \ + result = bessely (alpha, x, scaled, ierr); \ break; \ \ - case 'y': \ - retval = bessely (alpha, x); \ + case BESSEL_I: \ + result = besseli (alpha, x, scaled, ierr); \ break; \ \ - case 'i': \ - retval = besseli (alpha, x); \ + case BESSEL_K: \ + result = besselk (alpha, x, scaled, ierr); \ break; \ \ - case 'k': \ - retval = besselk (alpha, x); \ + case BESSEL_H1: \ + result = besselh1 (alpha, x, scaled, ierr); \ + break; \ + \ + case BESSEL_H2: \ + result = besselh2 (alpha, x, scaled, ierr); \ break; \ \ default: \ @@ -59,78 +77,155 @@ } \ while (0) +static inline Matrix +int_array2_to_matrix (const Array2<int>& a) +{ + int nr = a.rows (); + int nc = a.cols (); + + Matrix retval (nr, nc); + + for (int j = 0; j < nc; j++) + for (int i = 0; i < nr; i++) + retval(i,j) = (double) (a(i,j)); + + return retval; +} + static void -gripe_bessel_arg_1 (const char *fn) +gripe_bessel_arg (const char *fn, const char *arg) { - error ("%s: alpha must be scalar or range with increment equal to 1", fn); + error ("%s: expecting scalar or matrix as %s argument", fn, arg); } octave_value_list -do_bessel (char type, const char *fn, const octave_value_list& args) +do_bessel (enum bessel_type type, const char *fn, + const octave_value_list& args, int nargout) { - octave_value retval; + octave_value_list retval; int nargin = args.length (); - if (nargin == 2) + if (nargin == 2 || nargin == 3) { + bool scaled = (nargin == 3); + octave_value alpha_arg = args(0); + octave_value x_arg = args(1); if (alpha_arg.is_scalar_type ()) { - double alpha = alpha_arg.double_value (); + double alpha = args(0).double_value (); if (! error_state) { - Matrix x = args(1).matrix_value (); + if (x_arg.is_scalar_type ()) + { + Complex x = x_arg.complex_value (); + + if (! error_state) + { + int ierr; + octave_value result; + + DO_BESSEL (type, alpha, x, scaled, ierr, result); + + if (nargout > 1) + retval(1) = (double) ierr; - if (! error_state) - DO_BESSEL (type, alpha, x); + retval(0) = result; + } + else + gripe_bessel_arg (fn, "second"); + } else - error ("%s: expecting matrix as second argument", fn); + { + ComplexMatrix x = x_arg.complex_matrix_value (); + + if (! error_state) + { + Array2<int> ierr; + octave_value result; + + DO_BESSEL (type, alpha, x, scaled, ierr, result); + + if (nargout > 1) + retval(1) = int_array2_to_matrix (ierr); + + retval(0) = result; + } + else + gripe_bessel_arg (fn, "second"); + } } else - gripe_bessel_arg_1 (fn); + gripe_bessel_arg (fn, "first"); } else { - Range alpha; + Matrix alpha = args(0).matrix_value (); - if (! alpha_arg.is_range ()) + if (! error_state) { - ColumnVector tmp = alpha_arg.vector_value (); + if (x_arg.is_scalar_type ()) + { + Complex x = x_arg.complex_value (); + + if (! error_state) + { + Array2<int> ierr; + octave_value result; - if (! error_state) + DO_BESSEL (type, alpha, x, scaled, ierr, result); + + if (nargout > 1) + retval(1) = int_array2_to_matrix (ierr); + + retval(0) = result; + } + else + gripe_bessel_arg (fn, "second"); + } + else { - int len = tmp.length (); + ComplexMatrix x = x_arg.complex_matrix_value (); - double base = tmp(0); + if (! error_state) + { + if (alpha.rows () == 1 && x.columns () == 1) + { + RowVector ralpha = alpha.row (0); + ComplexColumnVector cx = x.column (0); + + Array2<int> ierr; + octave_value result; + + DO_BESSEL (type, ralpha, cx, scaled, ierr, result); - for (int i = 1; i < len; i++) - { - if (tmp(i) != base + i) + if (nargout > 1) + retval(1) = int_array2_to_matrix (ierr); + + retval(0) = result; + } + else { - gripe_bessel_arg_1 (fn); - break; + Array2<int> ierr; + octave_value result; + + DO_BESSEL (type, alpha, x, scaled, ierr, result); + + if (nargout > 1) + retval(1) = int_array2_to_matrix (ierr); + + retval(0) = result; } } - - if (! error_state) - alpha = Range (tmp(0), tmp(len-1)); + else + gripe_bessel_arg (fn, "second"); } } else - alpha = alpha_arg.range_value (); - - if (! error_state) - { - ColumnVector x = args(1).vector_value (); - - if (! error_state) - DO_BESSEL (type, alpha, x); - else - error ("%s: expecting vector as second argument", fn); - } + gripe_bessel_arg (fn, "first"); } } else @@ -139,72 +234,281 @@ return retval; } -DEFUN_DLD (besselj, args, , - "besselj (alpha, x)\n\ +DEFUN_DLD (besselj, args, nargout, + "[J, IERR] = BESSELJ (ALPHA, X [, 1])\n\ \n\ Compute Bessel functions of the first kind.\n\ \n\ -X must be a real matrix, vector or scalar.\n\ +If a third argument is supplied, scale the result by exp(-I*Z) for\n\ +K = 1 or exp(I*Z) for K = 2.\n\ +\n\ +If ALPHA is a scalar, the result is the same size as X. If X is a\n\ +scalar, the result is the same size as ALPHA. If ALPHA is a row\n\ +vector and X is a column vector, the result is a matrix with\n\ +length(X) rows and length(ALPHA) columns. Otherwise, ALPHA and X must\n\ +conform and the result will be the same size.\n\ +\n\ +ALPHA must be real. X may be complex.\n\ \n\ -If ALPHA is a scalar, the result is the same size as X. If ALPHA is a\n\ -range, X must be a vector or scalar, and the result is a matrix with\n\ -length(X) rows and length(ALPHA) columns.\n\ -\n\ -ALPHA must be greater than or equal to zero. If ALPHA is a range, it\n\ -must have an increment equal to one.") +If requested, IERR contains the following status information and is\n\ +the same size as the result.\n\ +\n + 0 normal return\n\ + 1 input error, return NaN\n\ + 2 overflow, return Inf\n\ + 3 loss of significance by argument reduction results in less than\n\ + half of machine accuracy\n\ + 4 complete loss of significance by argument reduction, return NaN\n\ + 5 error -- no computation, algorithm termination condition not met,\n\ + return NaN") { - return do_bessel ('j', "besselj", args); + return do_bessel (BESSEL_J, "besselj", args, nargout); } -DEFUN_DLD (bessely, args, , - "bessely (alpha, x)\n\ +DEFUN_DLD (bessely, args, nargout, + "[Y, IERR] = BESSELY (ALPHA, X [, 1])\n\ \n\ Compute Bessel functions of the second kind.\n\ \n\ -X must be a real matrix, vector or scalar.\n\ +If a third argument is supplied, scale the result by exp(-I*Z) for\n\ +K = 1 or exp(I*Z) for K = 2.\n\ +\n\ +If ALPHA is a scalar, the result is the same size as X. If X is a\n\ +scalar, the result is the same size as ALPHA. If ALPHA is a row\n\ +vector and X is a column vector, the result is a matrix with\n\ +length(X) rows and length(ALPHA) columns. Otherwise, ALPHA and X must\n\ +conform and the result will be the same size.\n\ +\n\ +ALPHA must be real. X may be complex.\n\ \n\ -If ALPHA is a scalar, the result is the same size as X. If ALPHA is a\n\ -range, X must be a vector or scalar, and the result is a matrix with\n\ -length(X) rows and length(ALPHA) columns.\n\ -\n\ -ALPHA must be greater than or equal to zero. If ALPHA is a range, it\n\ -must have an increment equal to one.") +If requested, IERR contains the following status information and is\n\ +the same size as the result.\n\ +\n + 0 normal return\n\ + 1 input error, return NaN\n\ + 2 overflow, return Inf\n\ + 3 loss of significance by argument reduction results in less than\n\ + half of machine accuracy\n\ + 4 complete loss of significance by argument reduction, return NaN\n\ + 5 error -- no computation, algorithm termination condition not met,\n\ + return NaN") { - return do_bessel ('y', "bessely", args); + return do_bessel (BESSEL_Y, "bessely", args, nargout); } -DEFUN_DLD (besseli, args, , - "besseli (alpha, x)\n\ +DEFUN_DLD (besseli, args, nargout, + "[I, IERR] = BESSELI (ALPHA, X [, 1])\n\ \n\ Compute modified Bessel functions of the first kind.\n\ \n\ -X must be a real matrix, vector or scalar.\n\ +If a third argument is supplied, scale the result by exp(-I*Z) for\n\ +K = 1 or exp(I*Z) for K = 2.\n\ +\n\ +If ALPHA is a scalar, the result is the same size as X. If X is a\n\ +scalar, the result is the same size as ALPHA. If ALPHA is a row\n\ +vector and X is a column vector, the result is a matrix with\n\ +length(X) rows and length(ALPHA) columns. Otherwise, ALPHA and X must\n\ +conform and the result will be the same size.\n\ +\n\ +ALPHA must be real. X may be complex.\n\ \n\ -If ALPHA is a scalar, the result is the same size as X. If ALPHA is a\n\ -range, X must be a vector or scalar, and the result is a matrix with\n\ -length(X) rows and length(ALPHA) columns.\n\ -\n\ -ALPHA must be greater than or equal to zero. If ALPHA is a range, it\n\ -must have an increment equal to one.") +If requested, IERR contains the following status information and is\n\ +the same size as the result.\n\ +\n + 0 normal return\n\ + 1 input error, return NaN\n\ + 2 overflow, return Inf\n\ + 3 loss of significance by argument reduction results in less than\n\ + half of machine accuracy\n\ + 4 complete loss of significance by argument reduction, return NaN\n\ + 5 error -- no computation, algorithm termination condition not met,\n\ + return NaN") { - return do_bessel ('i', "besseli", args); + return do_bessel (BESSEL_I, "besseli", args, nargout); } -DEFUN_DLD (besselk, args, , - "besselk (alpha, x)\n\ +DEFUN_DLD (besselk, args, nargout, + "[K, IERR] = BESSELK (ALPHA, X [, 1])\n\ \n\ Compute modified Bessel functions of the second kind.\n\ \n\ -X must be a real matrix, vector or scalar.\n\ +If a third argument is supplied, scale the result by exp(-I*Z) for\n\ +K = 1 or exp(I*Z) for K = 2.\n\ +\n\ +If ALPHA is a scalar, the result is the same size as X. If X is a\n\ +scalar, the result is the same size as ALPHA. If ALPHA is a row\n\ +vector and X is a column vector, the result is a matrix with\n\ +length(X) rows and length(ALPHA) columns. Otherwise, ALPHA and X must\n\ +conform and the result will be the same size.\n\ +\n\ +ALPHA must be real. X may be complex.\n\ +\n\ +If requested, IERR contains the following status information and is\n\ +the same size as the result.\n\ +\n + 0 normal return\n\ + 1 input error, return NaN\n\ + 2 overflow, return Inf\n\ + 3 loss of significance by argument reduction results in less than\n\ + half of machine accuracy\n\ + 4 complete loss of significance by argument reduction, return NaN\n\ + 5 error -- no computation, algorithm termination condition not met,\n\ + return NaN") +{ + return do_bessel (BESSEL_K, "besselk", args, nargout); +} + +DEFUN_DLD (besselh, args, nargout, + "[H, IERR] = besselh (ALPHA, K, X [, 1])\n\ +\n\ +Compute Hankel functions of the first (K = 1) or second (K = 2) kind.\n\ +\n\ +If a fourth argument is supplied, scale the result by exp(-I*Z) for\n\ +K = 1 or exp(I*Z) for K = 2.\n\ +\n\ +If ALPHA is a scalar, the result is the same size as X. If X is a\n\ +scalar, the result is the same size as ALPHA. If ALPHA is a row\n\ +vector and X is a column vector, the result is a matrix with\n\ +length(X) rows and length(ALPHA) columns. Otherwise, ALPHA and X must\n\ +conform and the result will be the same size.\n\ +\n\ +ALPHA must be real. X may be complex.\n\ \n\ -If ALPHA is a scalar, the result is the same size as X. If ALPHA is a\n\ -range, X must be a vector or scalar, and the result is a matrix with\n\ -length(X) rows and length(ALPHA) columns.\n\ +If requested, IERR contains the following status information and is\n\ +the same size as the result.\n\ +\n + 0 normal return\n\ + 1 input error, return NaN\n\ + 2 overflow, return Inf\n\ + 3 loss of significance by argument reduction results in less than\n\ + half of machine accuracy\n\ + 4 complete loss of significance by argument reduction, return NaN\n\ + 5 error -- no computation, algorithm termination condition not met,\n\ + return NaN") +{ + octave_value_list retval; + + int nargin = args.length (); + + int kind = 1; + + if (nargin == 2) + { + retval = do_bessel (BESSEL_H1, "besselh", args, nargout); + } + else if (nargin == 3 || nargin == 4) + { + double d_kind = args(1).double_value (); + + if (! error_state && D_NINT (d_kind) == d_kind) + { + octave_value_list tmp_args; + + if (nargin == 4) + tmp_args(2) = args(3); + + tmp_args(1) = args(2); + tmp_args(0) = args(0); + + if (kind == 1) + retval = do_bessel (BESSEL_H1, "besselh", tmp_args, nargout); + else if (kind == 2) + retval = do_bessel (BESSEL_H2, "besselh", tmp_args, nargout); + else + error ("besselh: expecting K = 1 or 2"); + } + else + error ("besselh: invalid value of K"); + } + else + print_usage ("besselh"); + + return retval; +} + +DEFUN_DLD (airy, args, nargout, + "[A, IERR] = airy (K, Z, [, 1])\n\ +\n\ +Compute Airy functions of the first and second kind, and their\n\ +derivatives.\n\ +\n\ + K Function Scale factor (if a third argument is supplied)\n\ + --- -------- ----------------------------------------------\n\ + 0 Ai (Z) exp ((2/3) * Z * sqrt (Z))\n\ + 1 dAi(Z)/dZ exp ((2/3) * Z * sqrt (Z))\n\ + 2 Bi (Z) exp (-abs (real ((2/3) * Z *sqrt (Z))))\n\ + 3 dBi(Z)/dZ exp (-abs (real ((2/3) * Z *sqrt (Z))))\n\ +\n\ +The function call airy (Z) is equivalent to airy (0, Z).\n\ \n\ -ALPHA must be greater than or equal to zero. If ALPHA is a range, it\n\ -must have an increment equal to one.") +The result is the same size as Z. +\n\ +If requested, IERR contains the following status information and is\n\ +the same size as the result.\n\ +\n + 0 normal return\n\ + 1 input error, return NaN\n\ + 2 overflow, return Inf\n\ + 3 loss of significance by argument reduction results in less than\n\ + half of machine accuracy\n\ + 4 complete loss of significance by argument reduction, return NaN\n\ + 5 error -- no computation, algorithm termination condition not met,\n\ + return NaN") { - return do_bessel ('k', "besselk", args); + octave_value_list retval; + + int nargin = args.length (); + + if (nargin > 0 && nargin < 4) + { + bool scale = (nargin == 3); + + int kind = 0; + + ComplexMatrix z; + + if (nargin > 1) + { + double d_kind = args(0).double_value (); + + if (! error_state) + { + kind = (int) d_kind; + + if (kind < 0 || kind > 3) + error ("airy: expecting K = 0, 1, 2, or 3"); + } + else + error ("airy: expecting integer value for K"); + } + + if (! error_state) + { + z = args(nargin == 1 ? 0 : 1).complex_matrix_value (); + + if (! error_state) + { + Array2<int> ierr; + octave_value result; + + if (kind > 1) + result = biry (z, kind == 3, scale, ierr); + else + result = airy (z, kind == 1, scale, ierr); + + if (nargout > 1) + retval(1) = int_array2_to_matrix (ierr); + + retval(0) = result; + } + else + error ("airy: expecting complex matrix for Z"); + } + } + else + print_usage ("airy"); + + return retval; } /*
--- a/src/lex.l +++ b/src/lex.l @@ -201,7 +201,7 @@ NOT ((\~)|(\!)) IDENT ([_a-zA-Z][_a-zA-Z0-9]*) EXPON ([DdEe][+-]?{D}+) -NUMBER (({D}+\.?{D}*{EXPON}?)|(\.{D}+{EXPON}?)) +NUMBER (({D}+\.?{D}*{EXPON}?)|(\.{D}+{EXPON}?)|(0[xX][0-9a-fA-F]+)) %% %{ @@ -1383,6 +1383,12 @@ return retval; } +static inline bool +looks_like_hex (const char *s, int len) +{ + return (len > 2 && s[0] == '0' && (s[1] == 'x' || s[1] == 'X')); +} + static void handle_number (char *yytext) { @@ -1393,8 +1399,17 @@ if (idx) *idx = 'e'; - double value; - int nread = sscanf (tmp, "%lf", &value); + double value = 0.0; + int nread = 0; + + if (looks_like_hex (tmp, strlen (tmp))) + { + unsigned long ival; + nread = sscanf (tmp, "%lx", &ival); + value = static_cast<double> (ival); + } + else + nread = sscanf (tmp, "%lf", &value); delete [] tmp;
--- a/src/ov-base-mat.cc +++ b/src/ov-base-mat.cc @@ -30,10 +30,76 @@ #include <iostream.h> +#include "oct-obj.h" #include "ov-base.h" #include "ov-base-mat.h" template <class MT> +octave_value +octave_base_matrix<MT>::do_index_op (const octave_value_list& idx) +{ + octave_value retval; + + int len = idx.length (); + + switch (len) + { + case 2: + { + idx_vector i = idx (0).index_vector (); + idx_vector j = idx (1).index_vector (); + + retval = MT (matrix.index (i, j)); + } + break; + + case 1: + { + idx_vector i = idx (0).index_vector (); + + retval = MT (matrix.index (i)); + } + break; + + default: + { + string n = type_name (); + + error ("invalid number of indices (%d) for %s value", + len, n.c_str ()); + } + break; + } + + return retval; +} + +template <class MT> +bool +octave_base_matrix<MT>::is_true (void) const +{ + bool retval = false; + + if (rows () == 0 || columns () == 0) + { + int flag = Vpropagate_empty_matrices; + + if (flag < 0) + warning ("empty matrix used in conditional expression"); + else if (flag == 0) + error ("empty matrix used in conditional expression"); + } + else + { + boolMatrix m = (matrix.all ()) . all (); + + retval = (m.rows () == 1 && m.columns () == 1 && m (0, 0) != 0.0); + } + + return retval; +} + +template <class MT> bool octave_base_matrix<MT>::print_as_scalar (void) const {
--- a/src/ov-base-mat.h +++ b/src/ov-base-mat.h @@ -65,6 +65,8 @@ octave_value *clone (void) { return new octave_base_matrix (*this); } + octave_value do_index_op (const octave_value_list& idx); + int rows (void) const { return matrix.rows (); } int columns (void) const { return matrix.columns (); } @@ -80,6 +82,8 @@ bool is_constant (void) const { return true; } + bool is_true (void) const; + virtual bool print_as_scalar (void) const; void print (ostream& os, bool pr_as_read_syntax = false) const;
--- a/src/ov-bool-mat.cc +++ b/src/ov-bool-mat.cc @@ -78,40 +78,6 @@ return retval; } -octave_value -octave_bool_matrix::do_index_op (const octave_value_list& idx) -{ - octave_value retval; - - int len = idx.length (); - - switch (len) - { - case 2: - { - idx_vector i = idx (0).index_vector (); - idx_vector j = idx (1).index_vector (); - - retval = boolMatrix (matrix.index (i, j)); - } - break; - - case 1: - { - idx_vector i = idx (0).index_vector (); - - retval = boolMatrix (matrix.index (i)); - } - break; - - default: - error ("invalid number of indices (%d) for matrix value", len); - break; - } - - return retval; -} - #if !defined (CXX_NEW_FRIEND_TEMPLATE_DECL) extern void assign (Array2<bool>&, const Array2<bool>&); #endif @@ -160,30 +126,6 @@ return false; } -bool -octave_bool_matrix::is_true (void) const -{ - bool retval = false; - - if (rows () == 0 || columns () == 0) - { - int flag = Vpropagate_empty_matrices; - - if (flag < 0) - warning ("empty matrix used in conditional expression"); - else if (flag == 0) - error ("empty matrix used in conditional expression"); - } - else - { - boolMatrix m = (matrix.all ()) . all (); - - retval = (m.rows () == 1 && m.columns () == 1 && m (0, 0)); - } - - return retval; -} - double octave_bool_matrix::double_value (bool) const {
--- a/src/ov-bool-mat.h +++ b/src/ov-bool-mat.h @@ -54,13 +54,13 @@ public: octave_bool_matrix (void) - : octave_base_matrix () { } + : octave_base_matrix<boolMatrix> () { } octave_bool_matrix (const boolMatrix& bm) - : octave_base_matrix (bm) { } + : octave_base_matrix<boolMatrix> (bm) { } octave_bool_matrix (const octave_bool_matrix& bm) - : octave_base_matrix (bm) { } + : octave_base_matrix<boolMatrix> (bm) { } ~octave_bool_matrix (void) { } @@ -70,8 +70,6 @@ octave_value *try_narrowing_conversion (void); - octave_value do_index_op (const octave_value_list& idx); - void assign (const octave_value_list& idx, const boolMatrix& rhs); idx_vector index_vector (void) const { return idx_vector (matrix); } @@ -93,8 +91,6 @@ bool valid_as_zero_index (void) const { return is_zero_by_zero (); } - bool is_true (void) const; - double double_value (bool = false) const; double scalar_value (bool frc_str_conv = false) const
--- a/src/ov-ch-mat.cc +++ b/src/ov-ch-mat.cc @@ -62,30 +62,6 @@ return retval; } -bool -octave_char_matrix::is_true (void) const -{ - bool retval = false; - - if (rows () == 0 || columns () == 0) - { - int flag = Vpropagate_empty_matrices; - - if (flag < 0) - warning ("empty matrix used in conditional expression"); - else if (flag == 0) - error ("empty matrix used in conditional expression"); - } - else - { - Matrix m = (matrix.all ()) . all (); - - retval = (m.rows () == 1 && m.columns () == 1 && m (0, 0) != 0.0); - } - - return retval; -} - double octave_char_matrix::double_value (bool) const {
--- a/src/ov-ch-mat.h +++ b/src/ov-ch-mat.h @@ -94,8 +94,6 @@ bool valid_as_scalar_index (void) const; bool valid_as_zero_index (void) const; - bool is_true (void) const; - double double_value (bool = false) const; double scalar_value (bool frc_str_conv = false) const
--- a/src/ov-complex.h +++ b/src/ov-complex.h @@ -102,8 +102,6 @@ bool is_true (void) const { return (scalar != 0.0); } - bool is_empty (void) const { return (rows () == 0 && columns () == 0); } - double double_value (bool = false) const; double scalar_value (bool frc_str_conv = false) const
--- a/src/ov-cx-mat.cc +++ b/src/ov-cx-mat.cc @@ -90,40 +90,6 @@ return retval; } -octave_value -octave_complex_matrix::do_index_op (const octave_value_list& idx) -{ - octave_value retval; - - int len = idx.length (); - - switch (len) - { - case 2: - { - idx_vector i = idx (0).index_vector (); - idx_vector j = idx (1).index_vector (); - - retval = ComplexMatrix (matrix.index (i, j)); - } - break; - - case 1: - { - idx_vector i = idx (0).index_vector (); - - retval = ComplexMatrix (matrix.index (i)); - } - break; - - default: - error ("invalid number of indices (%d) for complex matrix value", len); - break; - } - - return retval; -} - #if !defined (CXX_NEW_FRIEND_TEMPLATE_DECL) extern void assign (Array2<Complex>&, const Array2<Complex>&); #endif @@ -220,30 +186,6 @@ return false; } -bool -octave_complex_matrix::is_true (void) const -{ - bool retval = false; - - if (rows () == 0 || columns () == 0) - { - int flag = Vpropagate_empty_matrices; - - if (flag < 0) - warning ("empty matrix used in conditional expression"); - else if (flag == 0) - error ("empty matrix used in conditional expression"); - } - else - { - Matrix m = (matrix.all ()) . all (); - - retval = (m.rows () == 1 && m.columns () == 1 && m (0, 0) != 0.0); - } - - return retval; -} - double octave_complex_matrix::double_value (bool force_conversion) const {
--- a/src/ov-cx-mat.h +++ b/src/ov-cx-mat.h @@ -76,8 +76,6 @@ octave_value *try_narrowing_conversion (void); - octave_value do_index_op (const octave_value_list& idx); - void assign (const octave_value_list& idx, const ComplexMatrix& rhs); void assign (const octave_value_list& idx, const Matrix& rhs); @@ -96,10 +94,6 @@ bool valid_as_scalar_index (void) const; bool valid_as_zero_index (void) const; - bool is_true (void) const; - - bool is_empty (void) const { return (rows () == 0 && columns () == 0); } - double double_value (bool = false) const; double scalar_value (bool frc_str_conv = false) const
--- a/src/ov-re-mat.cc +++ b/src/ov-re-mat.cc @@ -58,7 +58,7 @@ octave_matrix::octave_matrix (const ColumnVector& v, int pcv) : octave_base_matrix<Matrix> ((pcv < 0 && Vprefer_column_vectors) || pcv - ? Matrix (v) : Matrix (v.transpose ())) { } + ? Matrix (v) : Matrix (v.transpose ())) { } octave_value * octave_matrix::try_narrowing_conversion (void) @@ -74,40 +74,6 @@ return retval; } -octave_value -octave_matrix::do_index_op (const octave_value_list& idx) -{ - octave_value retval; - - int len = idx.length (); - - switch (len) - { - case 2: - { - idx_vector i = idx (0).index_vector (); - idx_vector j = idx (1).index_vector (); - - retval = Matrix (matrix.index (i, j)); - } - break; - - case 1: - { - idx_vector i = idx (0).index_vector (); - - retval = Matrix (matrix.index (i)); - } - break; - - default: - error ("invalid number of indices (%d) for matrix value", len); - break; - } - - return retval; -} - #if !defined (CXX_NEW_FRIEND_TEMPLATE_DECL) extern void assign (Array2<double>&, const Array2<double>&); #endif @@ -262,30 +228,6 @@ return false; } -bool -octave_matrix::is_true (void) const -{ - bool retval = false; - - if (rows () == 0 || columns () == 0) - { - int flag = Vpropagate_empty_matrices; - - if (flag < 0) - warning ("empty matrix used in conditional expression"); - else if (flag == 0) - error ("empty matrix used in conditional expression"); - } - else - { - Matrix m = (matrix.all ()) . all (); - - retval = (m.rows () == 1 && m.columns () == 1 && m (0, 0) != 0.0); - } - - return retval; -} - double octave_matrix::double_value (bool) const {
--- a/src/ov-re-mat.h +++ b/src/ov-re-mat.h @@ -76,8 +76,6 @@ octave_value *try_narrowing_conversion (void); - octave_value do_index_op (const octave_value_list& idx); - void assign (const octave_value_list& idx, const Matrix& rhs); void assign_struct_elt (assign_op, const string& elt_nm, @@ -112,8 +110,6 @@ bool valid_as_zero_index (void) const { return is_zero_by_zero (); } - bool is_true (void) const; - double double_value (bool = false) const; double scalar_value (bool frc_str_conv = false) const