| |
| | De |
 | | In computer science, '''denormal numbers''' (also called '''subnormal numbers''') fill the gap around zero in floating point arithmetic: any non-zero number which is smaller than the smallest normal number (computing)normal number is 'sub-normal'. |
 | | As implemented in the IEEE floating-point standard binary formats, denormal numbers are encoded with a biased exponent of 0, but are interpreted with the value of the smallest allowed exponent, which is one greater (''i.e.'', as if it were encoded as a 1). |
 | | In the proposed IEEE 754rIEEE 754 revision, denormal numbers are renamed ''subnormal numbers'', and are supported in both binary and decimal formats. |
| www.gateserver.net /Topicdetails.aspx?Topicid=3958&name=&catid=111&topicname=Denormal_number (291 words) |
|