 
  
  
  
  
 
 
There are two special numbers,   and
  and
  , which may not be expressed as above.
Since numbers are stored in a fixed number
of bits these ``infinities'' are very useful. Both
of these numbers are members of all of our floating
point number systems. Many properties of these
special numbers are intuitive. For example:
 , which may not be expressed as above.
Since numbers are stored in a fixed number
of bits these ``infinities'' are very useful. Both
of these numbers are members of all of our floating
point number systems. Many properties of these
special numbers are intuitive. For example:
  
 
The floating point number   can represent
a real number too large to be described by a finite
number of
  can represent
a real number too large to be described by a finite
number of   . Similar sign infinities are incomparable.
Both
 . Similar sign infinities are incomparable.
Both   and
  and   are false,
since it is unknown which real number each
  are false,
since it is unknown which real number each   represents.
 
represents.
 
  
  
  
  
 | Jeff Tupper | March 1996 |