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01836315ac
compiler/typecheck_error_undef.m:
When users try to use arithmetic operations, bitwise operations,
or comparisons (meaning functions such as '+' or '<<', or predicates
such as '<') without importing any of the modules that define those ops,
generate a diagnostic that explains this specific situation. Mercury
is unusual in requiring such imports, so novices need to have this
pointed out to them. Have these messages replace the less-specific
messages we used to generate in such situations.
Fix a persistent typo.
tests/invalid/int_ops.{m,err_exp}:
A new test case for the new diagnostics.
tests/invalid/Mmakefile:
Enable the new test case.
tests/invalid/multiply_star.err_exp:
Expect the diagnostic text, and stop expecting the "did you mean"
message that it replaces.
tests/invalid/multiply_star.err_exp[23]:
Delete these files. They existed only because different sets of imports
with different options yielded different "did you mean" suggestions,
and we don't have those anymore.
tests/invalid/multiply_star.m:
Update the descriptions of the deleted .err_exp[23] files.
33 lines
1001 B
Mathematica
33 lines
1001 B
Mathematica
%---------------------------------------------------------------------------%
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% vim: ts=4 sw=4 et ft=mercury
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%---------------------------------------------------------------------------%
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%
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% The .err_exp file was for non-debug grades without --intermod-opt.
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% The .err_exp2 file was for all grades with --intermod-opt.
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% The .err_exp3 file was for debug grades without --intermod-opt.
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% They differed when the "did you mean" part of the error message included
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% a list of the visible one-character symbols, and --intermod-opt and
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% debugging (through implicit import of table_builtin.m for I/O tabling)
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% affected the list of such symbols.
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%
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% Now, the compiler generates more-specific text than the "did you mean"
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% message, so we have only the .err_exp file.
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%
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:- module multiply_star.
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:- interface.
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:- pred p(int::in, int::out) is det.
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:- implementation.
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% :- import_module int. % This import is missing.
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p(A, Z) :-
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( if A = 0 then
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Z = 1
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else
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Z = A * 2
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).
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