DEC Alpha Options

These `-m' options are defined for the DEC Alpha implementations:

-mno-soft-float

-msoft-float

Use (do not use) the hardware floating-point instructions for floating-point operations. When -msoft-float is specified, functions in `libgcc1.c' will be used to perform floating-point operations. Unless they are replaced by routines that emulate the floating-point operations, or compiled in such a way as to call such emulations routines, these routines will issue floating-point operations. If you are compiling for an Alpha without floating-point operations, you must ensure that the library is built so as not to call them. Note that Alpha implementations without floating-point operations are required to have floating-point registers.

-mfp-reg

-mno-fp-regs

Generate code that uses (does not use) the floating-point register set. -mno-fp-regs implies -msoft-float. If the floating-point register set is not used, floating point operands are passed in integer registers as if they were integers and floating-point results are passed in $0 instead of $f0. This is a non-standard calling sequence, so any function with a floating-point argument or return value called by code compiled with -mno-fp-regs must also be compiled with that option. A typical use of this option is building a kernel that does not use, and hence need not save and restore, any floating-point registers.

-mieee

The Alpha architecture implements floating-point hardware optimized for maximum performance. It is mostly compliant with the IEEE floating point standard. However, for full compliance, software assistance is required. This option generates code fully IEEE compliant code except that the inexact flag is not maintained (see below). If this option is turned on, the CPP macro _IEEE_FP is defined during compilation. The option is a shorthand for: `-D_IEEE_FP -mfp-trap-mode=su -mtrap-precision=i -mieee-conformant'. The resulting code is less efficient but is able to correctly support denormalized numbers and exceptional IEEE values such as not-a-number and plus/minus infinity. Other Alpha compilers call this option -ieee_with_no_inexact.

-mieee-with-inexact

This is like `-mieee' except the generated code also maintains the IEEE inexact flag. Turning on this option causes the generated code to implement fully-compliant IEEE math. The option is a shorthand for `-D_IEEE_FP -D_IEEE_FP_INEXACT' plus the three following: `-mieee-conformant', `-mfp-trap-mode=sui', and `-mtrap-precision=i'. On some Alpha implementations the resulting code may execute significantly slower than the code generated by default. Since there is very little code that depends on the inexact flag, you should normally not specify this option. Other Alpha compilers call this option `-ieee_with_inexact'.

-mfp-trap-mode=trap mode

This option controls what floating-point related traps are enabled. Other Alpha compilers call this option `-fptm 'trap mode. The trap mode can be set to one of four values:

`n'

This is the default (normal) setting. The only traps that are enabled are the ones that cannot be disabled in software (e.g., division by zero trap).

`u'

In addition to the traps enabled by `n', underflow traps are enabled as well.

`su'

Like `su', but the instructions are marked to be safe for software completion (see Alpha architecture manual for details).

`sui'

Like `su', but inexact traps are enabled as well.

-mfp-rounding-mode=rounding mode

Selects the IEEE rounding mode. Other Alpha compilers call this option `-fprm 'rounding mode. The rounding mode can be one of:

`n'

Normal IEEE rounding mode. Floating point numbers are rounded towards the nearest machine number or towards the even machine number in case of a tie.

`m'

Round towards minus infinity.

`c'

Chopped rounding mode. Floating point numbers are rounded towards zero.

`d'

Dynamic rounding mode. A field in the floating point control register (fpcr, see Alpha architecture reference manual) controls the rounding mode in effect. The C library initializes this register for rounding towards plus infinity. Thus, unless your program modifies the fpcr, `d' corresponds to round towards plus infinity.@end table

`-mtrap-precision=trap precision'

In the Alpha architecture, floating point traps are imprecise. This means without software assistance it is impossible to recover from a floating trap and program execution normally needs to be terminated. GNU CC can generate code that can assist operating system trap handlers in determining the exact location that caused a floating point trap. Depending on the requirements of an application, different levels of precisions can be selected:

`p'

Program precision. This option is the default and means a trap handler can only identify which program caused a floating point exception.

`f'

Function precision. The trap handler can determine the function that caused a floating point exception.

`i'

Instruction precision. The trap handler can determine the exact instruction that caused a floating point exception.

Other Alpha compilers provide the equivalent options called `-scope_safe' and `-resumption_safe'.

`-mieee-conformant'

This option marks the generated code as IEEE conformant. You must not use this option unless you also specify `-mtrap-precision=i' and either `-mfp-trap-mode=su' or `-mfp-trap-mode=sui'. Its only effect is to emit the line `.eflag 48' in the function prologue of the generated assembly file. Under DEC Unix, this has the effect that IEEE-conformant math library routines will be linked in.

`-mbuild-constants'

Normally GNU CC examines a 32- or 64-bit integer constant to see if it can construct it from smaller constants in two or three instructions. If it cannot, it will output the constant as a literal and generate code to load it from the data segement at runtime. Use this option to require GNU CC to construct all integer constants using code, even if it takes more instructions (the maximum is six). You would typically use this option to build a shared library dynamic loader. Itself a shared library, it must relocate itself in memory before it can find the variables and constants in its own data segment.

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