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   bc.1p    ( 1 )

язык точной арифметики (precision arithmetic language)

Обоснование (Rationale)

The bc utility is implemented historically as a front-end processor for dc; dc was not selected to be part of this volume of POSIX.1‐2017 because bc was thought to have a more intuitive programmatic interface. Current implementations that implement bc using dc are expected to be compliant.

The exit status for error conditions has been left unspecified for several reasons:

* The bc utility is used in both interactive and non- interactive situations. Different exit codes may be appropriate for the two uses.

* It is unclear when a non-zero exit should be given; divide- by-zero, undefined functions, and syntax errors are all possibilities.

* It is not clear what utility the exit status has.

* In the 4.3 BSD, System V, and Ninth Edition implementations, bc works in conjunction with dc. The dc utility is the parent, bc is the child. This was done to cleanly terminate bc if dc aborted.

The decision to have bc exit upon encountering an inaccessible input file is based on the belief that bc file1 file2 is used most often when at least file1 contains data/function declarations/initializations. Having bc continue with prerequisite files missing is probably not useful. There is no implication in the CONSEQUENCES OF ERRORS section that bc must check all its files for accessibility before opening any of them.

There was considerable debate on the appropriateness of the language accepted by bc. Several reviewers preferred to see either a pure subset of the C language or some changes to make the language more compatible with C. While the bc language has some obvious similarities to C, it has never claimed to be compatible with any version of C. An interpreter for a subset of C might be a very worthwhile utility, and it could potentially make bc obsolete. However, no such utility is known in historical practice, and it was not within the scope of this volume of POSIX.1‐2017 to define such a language and utility. If and when they are defined, it may be appropriate to include them in a future version of this standard. This left the following alternatives:

1. Exclude any calculator language from this volume of POSIX.1‐2017.

The consensus of the standard developers was that a simple programmatic calculator language is very useful for both applications and interactive users. The only arguments for excluding any calculator were that it would become obsolete if and when a C-compatible one emerged, or that the absence would encourage the development of such a C-compatible one. These arguments did not sufficiently address the needs of current application developers.

2. Standardize the historical dc, possibly with minor modifications.

The consensus of the standard developers was that dc is a fundamentally less usable language and that that would be far too severe a penalty for avoiding the issue of being similar to but incompatible with C.

3. Standardize the historical bc, possibly with minor modifications.

This was the approach taken. Most of the proponents of changing the language would not have been satisfied until most or all of the incompatibilities with C were resolved. Since most of the changes considered most desirable would break historical applications and require significant modification to historical implementations, almost no modifications were made. The one significant modification that was made was the replacement of the historical bc assignment operators "=+", and so on, with the more modern "+=", and so on. The older versions are considered to be fundamentally flawed because of the lexical ambiguity in uses like a=-1.

In order to permit implementations to deal with backwards- compatibility as they see fit, the behavior of this one ambiguous construct was made undefined. (At least three implementations have been known to support this change already, so the degree of change involved should not be great.)

The '%' operator is the mathematical remainder operator when scale is zero. The behavior of this operator for other values of scale is from historical implementations of bc, and has been maintained for the sake of historical applications despite its non-intuitive nature.

Historical implementations permit setting ibase and obase to a broader range of values. This includes values less than 2, which were not seen as sufficiently useful to standardize. These implementations do not interpret input properly for values of ibase that are greater than 16. This is because numeric constants are recognized syntactically, rather than lexically, as described in this volume of POSIX.1‐2017. They are built from lexical tokens of single hexadecimal digits and <period> characters. Since <blank> characters between tokens are not visible at the syntactic level, it is not possible to recognize the multi-digit ``digits'' used in the higher bases properly. The ability to recognize input in these bases was not considered useful enough to require modifying these implementations. Note that the recognition of numeric constants at the syntactic level is not a problem with conformance to this volume of POSIX.1‐2017, as it does not impact the behavior of conforming applications (and correct bc programs). Historical implementations also accept input with all of the digits '0'-'9' and 'A'-'F' regardless of the value of ibase; since digits with value greater than or equal to ibase are not really appropriate, the behavior when they appear is undefined, except for the common case of:

ibase=8; /* Process in octal base. */ ... ibase=A /* Restore decimal base. */

In some historical implementations, if the expression to be written is an uninitialized array element, a leading <space> and/or up to four leading 0 characters may be output before the character zero. This behavior is considered a bug; it is unlikely that any currently conforming application relies on:

echo 'b[3]' | bc

returning 00000 rather than 0.

Exact calculation of the number of fractional digits to output for a given value in a base other than 10 can be computationally expensive. Historical implementations use a faster approximation, and this is permitted. Note that the requirements apply only to values of obase that this volume of POSIX.1‐2017 requires implementations to support (in particular, not to 1, 0, or negative bases, if an implementation supports them as an extension).

Historical implementations of bc did not allow array parameters to be passed as the last parameter to a function. New implementations are encouraged to remove this restriction even though it is not required by the grammar.