view test/index.tst @ 33508:1d0365c531a1 default tip

workspace view column width only stored by header state (bug #65030) * gui-preferences-ws.h: remove obsolete settings keys * workspace-view.cc (workspace_view::workspace_view): initialize new class variable, do not restore header state here; (workspace_view::notice_settings): save current header state if it is not the first run where the header would be the default one, do not read column visibility from settings file, restore header state after other settings are updated; (workspace_view::header_contextmenu_requested): get column visibility from QTableView, not from settings; (workspace_view::toggle_header): toggle current visibility, which is determined from QTableView, not from settings; * workspace-view.h: new class variable m_first
author Torsten Lilge <ttl-octave@mailbox.org>
date Thu, 02 May 2024 06:44:38 +0200
parents 2e484f9f1f18
children
line wrap: on
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########################################################################
##
## Copyright (C) 2006-2024 The Octave Project Developers
##
## See the file COPYRIGHT.md in the top-level directory of this
## distribution or <https://octave.org/copyright/>.
##
## This file is part of Octave.
##
## Octave is free software: you can redistribute it and/or modify it
## under the terms of the GNU General Public License as published by
## the Free Software Foundation, either version 3 of the License, or
## (at your option) any later version.
##
## Octave is distributed in the hope that it will be useful, but
## WITHOUT ANY WARRANTY; without even the implied warranty of
## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
## GNU General Public License for more details.
##
## You should have received a copy of the GNU General Public License
## along with Octave; see the file COPYING.  If not, see
## <https://www.gnu.org/licenses/>.
##
########################################################################

%!test
%! a = [];
%! assert (isempty (a));

%!shared a
%! a = 1;
%!assert (a(1), 1)
%!assert (a(:), 1)
%!assert (a(:,:), 1)
%!assert (a(1,:), 1)
%!assert (a(:,1), 1)
%!assert (isempty (a(logical (0))))
%!error a(-1)
%!error a(2)
%!error a(2,:)
%!error a(:,2)
%!error a(-1,:)
%!error a(:,-1)
%!error a([1,2,3])
%!error a([1;2;3])
%!error a([1,2;3,4])
%!error a([0,1])
%!error a([0;1])
%!error a([-1,0])
%!error a([-1;0])

%!shared a, a_prime, mid_a
%! a = [4,3,2,1];
%! a_prime = [4;3;2;1];
%! mid_a = [3,2];

%!assert (a(1),4)
%!assert (a(2),3)
%!assert (all (a(:) == a_prime))
%!assert (all (a(1,:) == a))
%!assert (a(:,3),2)
%!assert (all (a(:,:) == a))
%!assert (all (a(logical ([0,1,1,0])) == mid_a))
%!error a(0)
%!error a(5)
%!error a(0,1)
%!assert (isempty (a(logical (0),:)))
%!error a(:,0)
%!assert (isempty (a([])))
%!assert (isempty (a([],:)))
%!assert (isempty (a(:,[])))

%!shared a, a_fvec, a_col_1, a_col_2, a_row_1, a_row_2
%! a = [1,2;3,4];
%! a_fvec = [1;3;2;4];
%! a_col_1 = [1;3];
%! a_col_2 = [2;4];
%! a_row_1 = [1,2];
%! a_row_2 = [3,4];

%!assert (all (all (a(:,:) == a)))
%!assert (all (a(:) == a_fvec))
%!error a(0)
%!assert (a(2), 3)

## Additional tests

%!shared a, b
%! a = [1,2;3,4];
%! b = a;
%! b(:,:,2) = [5,6;7,8];

%!assert (a(:), [1;3;2;4])
%!assert (a(1:2), [1,3])
%!assert (a(:,:), [1,2;3,4])
%!assert (a(:,1), [1;3])
%!assert (a(1,1), 1)
%!assert (a(1:2,1), [1;3])
%!assert (a(:,:,1), [1,2;3,4])

%!test
%! c(:,:,1) = [1,2;3,4];
%! c(:,:,2) = [1,2;3,4];
%! assert (a(:,:,[1,1]), c);

%!test
%! c(:,:,1,1) = [1,2;3,4];
%! c(:,:,1,2) = [1,2;3,4];
%! assert (a(:,:,1,[1,1]), c);

%!test
%! c(:,:,1,1) = [1,2;3,4];
%! c(:,:,2,1) = [1,2;3,4];
%! c(:,:,1,2) = [1,2;3,4];
%! c(:,:,2,2) = [1,2;3,4];
%! assert (a(:,:,[1,1],[1,1]), c);

%!assert (a(1,[]), zeros (1,0))
%!assert (a(1,[],[1,1]), zeros (1,0,2))
%!assert (a(1,1,[]), zeros (1,1,0))

%!test
%! c (1:10,1) = 1:10;
%! assert (c, [1:10]');

%!assert (b(:), [1; 3; 2; 4; 5; 7; 6; 8])
%!assert (b(:,:), [1, 2, 5, 6; 3, 4, 7, 8])
%!assert (b(:,1), [1;3])
%!assert (b(:,:,:), reshape ([1,3,2,4,5,7,6,8], [2,2,2]))
%!assert (b(:,1,1), [1;3])
%!assert (b(:,1,1,[1,1]),reshape ([1,3,1,3], [2,1,1,2]))
%!assert (b(1,3), 5)
%!assert (b(1,[3,4]), [5,6])
%!assert (b(1,1:4), [1,2,5,6])
%!assert (b(1,[],:), zeros (1,0,2))
%!assert (b(1,[]), zeros (1,0))
%!assert (b(:,3), [5;7])
%!assert (b([1,2],3), [5;7])
%!assert (b(true (2,1), 3), [5;7])
%!assert (b(false (2,1), 3), zeros (0,1))
%!assert (b([],3), zeros (0,1))

%!shared x
%! ## Dummy shared block to clear any previous definitions
%! x = 1;

%!test
%! a(1,:) = [1,3];
%! assert (a, [1,3]);

%!test
%! a(1,:) = [1;3];
%! assert (a, [1,3]);

%!test
%! a(:,1) = [1;3];
%! assert (a, [1;3]);

%!test
%! a = [1,2;3,4];
%! b (1,:,:) = a;
%! assert (b, reshape (a, [1,2,2]));

%!test
%! a(1,1:4,2) = reshape (1:4, [1,1,4]);
%! b(:,:,2) = 1:4;
%! assert (a, b);

%!test
%! a(:,:,:) = 1:4;
%! assert (a, [1:4]);

%!test
%! a(:,:,1) = 1:4;
%! assert (a, [1:4]);

%!test
%! a(:,:,1) = [1:4]';
%! assert (a, [1:4]');

%!test
%! a(:,:,1) = reshape (1:4,[1,1,4]);
%! assert (a, [1:4]');

%!test
%! a(:,1,:) = 1:4;
%! assert (a, reshape (1:4,[1,1,4]));

%!test
%! a(:,1,:) = [1:4]';
%! assert (a, [1:4]');

%!test
%! a(:,1,:) = reshape (1:4,[1,1,4]);
%! assert (a, [1:4]');

%!test
%! a(1,:,:) = 1:4;
%! assert (a, reshape (1:4,[1,1,4]));

%!test
%! a(1,:,:) = [1:4]';
%! assert (a, [1:4]);

%!test
%! a(1,:,:) = reshape (1:4,[1,1,4]);
%! assert (a, [1:4]);

%!test
%! a(1,:,:,:) = reshape (1:4,[1,1,4]);
%! assert (a, reshape (1:4,[1,1,1,4]));

%!error (a(1:2,1:2) = 1:4)

## bug #38357
%!shared d, dd
%! d = diag ([1, 2, 3]);
%! dd = diag ([1, 2, 3], 6, 3);
%!assert (d(1), 1)
%!assert (dd(1), 1)
%!assert (d(3, 3), 3)
%!assert (dd(3, 3), 3)
%!assert (d(2), 0)
%!assert (dd(2), 0)
%!assert (dd(6,1), 0)
%!error d(6,6)
%!error dd(6,6)
%!error d(3,6)
%!error dd(3,6)

## bug 31287
%!test
%! y = ones (2, 2, 2);
%! x = ones (2, 2, 2);
%! x(false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2, 2);
%! x = ones (2, 2, 2);
%! x(false,[]) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2, 2);
%! x = ones (2, 2, 2);
%! x(false,[],false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2, 2);
%! x = ones (2, 2, 2);
%! x(false, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2, 2);
%! x = ones (2, 2, 2);
%! x(false, false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([], []) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x([], []) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(1, []) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([], 1, []) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(1, [], 1, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([], 1, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! ea2 = ones (3, 2, 0, 2);
%! x(1, ea2) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! ea2 = ones (3, 2, 0, 2);
%! x(1, ea2) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! ea2 = ones (3, 2, 0, 2);
%! x([], 1, ea2) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! ea2 = ones (3, 2, 0, 2);
%! x(1, ea2, ea2) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! ea2 = ones (3, 2, 0, 2);
%! x(1, ea2, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, 1) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x(false, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(1, [], false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, false) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x(false, false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, [], false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([], false, false, false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(1, [], false, false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(:, false) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x(:, false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, :) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x(false, :) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, :, [], 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(:, [], false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%!error x(1, 1, []) = []

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, false, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, false, []) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false, false, [], false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(1, false, [], false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(:, false, 1) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([]) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x([]) = [];
%! assert (x, y);

%!test
%! y = [];
%! x = ones (2, 2);
%! x(:) = [];
%! assert (x, y);

%!test
%! y = sparse ([]);
%! x = sparse (ones (2, 2));
%! x(:) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x(false) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x(false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([], false) = [];
%! assert (x, y);

%!test
%! y = sparse (ones (2, 2));
%! x = sparse (ones (2, 2));
%! x([], false) = [];
%! assert (x, y);

%!test
%! y = ones (2, 2);
%! x = ones (2, 2);
%! x([], false, :) = [];
%! assert (x, y);

## Test deletion of non-existent dimensions
%!test
%! x = ones (10, 10, 2);
%! x(:, :, 1) = [];
%! x(:, :, 1) = [];
%! assert (size (x), [10, 10, 0]);

%!test
%! x = ones (10, 10);
%! x(:,:,:, 1) = [];
%! assert (size (x), [10, 10, 1, 0]);

%!test
%! x = ones (10, 10);
%! try
%!   x(:,:,2) = [];
%! catch
%!   m = strfind (lasterr (), 'index out of bounds: value 2 out of bound 1');
%!   assert (m > 0);
%! end_try_catch
%! assert (size (x), [10, 10]);

##  Test indexing of unnamed constants
%!error <index \(0\): subscripts must be>     1(0)
%!error <index \(-1\): subscripts must be>    1(-1)
%!error <index \(_,0.5\): subscripts>                 {}(1,0.5)
%!error <index \([Nn][aA][Nn],_\): subscripts>                 1(NaN,1)
%!error <index \(_,_,<cell....\[x8\]...\): subscripts> [](1,1,{},1,1,1,1,1,1,1,1)
%!error <index \(...\[x9\]...-1,_\): subscript>      1(1,1,1,1,1,1,1,1,1,-1,1)
%!error <index \(2\): out of bound 1>                1(2)
%!error <index \(1\): out of bound 0>                [](1)
%!error <index \(-1\): subscripts>                   1(1)(-1)(1)
%!error <index \(_,1\): out of bound 0 \(dimensions are 5x0\)> zeros (5,0)(3,1)
%!error <index \(3,_\): out of bound 0 \(dimensions are 0x5\)> zeros (0,5)(3,1)
%!
%!shared abc
%! abc = [1, 2];
%! ##  Test full matrices in variables
%!error <abc\(3\): out of bound 2>      abc([false, true, true])
%!error <abc\(-1\): subscripts>         abc(-1)(1)(1)
%! ## xerror <index \(-1\): subscripts> abc(1)(-1)(1)   ## why no 'xerror' test?

%!shared abc
%! abc = [1 2; 3 4];
%!error <abc\(5\): out of bound 4>         abc(5)
%!error <abc\(_,3\): out of bound 2 \(dimensions are 2x2\)> abc(2,3)
%!error <abc\(_,_,0.5\): subscripts>       exp (abc(2,3,0.5))

%!shared abc
%! abc = [1 2; 3 4]; abc(1,1,2) = 1;
%!error <abc\(_,5\): out of bound 4>                            abc(2,5)
%!error <abc\(_,3,_\): out of bound 2 \(dimensions are 2x2x2\)> abc(2,3,2)
%!error <A\(..,I,..\) = \[\]: .* value 3 out of bound 2>        abc(3,:) = []
%!error <A\(I\) = \[\]: .* value 50 out of bound 8>             abc(3:50) = []
%!error <a null assignment can only have one non-colon index>   abc(3,5) = []
%!error <=: nonconformant arguments \(op1 is 1x1, op2 is 1x5\)> abc(3,5) = 1:5

##  Test diagonal matrices, and access of function results
%!error <index \(_,_,5\): out of bound 1 \(dimensions are 3x3\)> eye (3)(2,3,5)
%!error <index \(-2,_\): subscripts>               eye (4)(-2,3)

##  Test cells
%!shared abc
%! abc = {1, 2; 3, 4};
%!error <abc\(_,0.3,_\): subscripts>  abc(2,0.3,5)
%!error <abc\(_,0.3,_\): subscripts>  abc{2,0.3,5}
%!error <abc\(-2,_,_,_\): subscripts> abc{-2,1,1,1}
%!error <abc\(0,_,_,_\): subscripts>  abc(0,1,1,1) = 1

##  Test permutation matrices
%!shared abc
%! abc = eye(3)([3 1 2],:);
%!error <abc\([Nn][aA][Nn]\): subscripts>         abc(NA)
%!error <abc\(_,_,_,[Ii][nN][Ff],_\): subscripts> abc(1,1,1,Inf,1)

##  Test sparse matrices
%!shared abc
%! abc = sparse (3,3);
%!error <abc\(-1\): subscripts>                abc(-1)
%!error <abc\(-1\): subscripts>                abc(-1) = 1
%!error <abc\(-1,_\): subscripts>              abc(-1,1)
%!error <abc\(-1,_\): subscripts>              abc(-1,1) = 1
%!error <sparse indexing needs 1 or 2 indices> abc(0,0,0,0)
%!error <abc\(4,_\): out of bound 3 \(dimensions are 3x3\)> abc(4,1)

##  Test ranges
%!shared abc
%! abc = 1:10;
%!error <abc\(-1\): subscripts>             abc(-1)
%!error <abc\(-1,_\): subscripts>           abc(-1,1)
%!error <abc\(4,_\): out of bound 1 \(dimensions are 1x10\)> abc(4,1)

##  Test complex
%!shared abc, z
%! abc = [1 2];
%!error <abc\(0\+1i\): subscripts must be real>     abc(i)
%! abc = [1 2; 3 4];
%!error <abc\(1\+0i\): subscripts must be real>     abc(complex (1))
%!error <abc\(1\+0.5i,_\): subscripts must be real> abc(1+0.5*i,3)
%!error <abc\(_,0-2i\): subscripts must be real>    abc(2,0-2*i)

%!test <*35841>
%! a(1,1,1).b(1) = 2;
%! a(1,1,1).b(1) = 3;

%!test <*39789>
%! c = cell (1,1,1);
%! c{1,1,1} = zeros(5, 2);
%! c{1,1,1}(:, 1) = 1;