01-29-2013
Quote:
Originally Posted by
cero
A DLPAR (Dynamic Logical Partition) is a LPAR that you can reconfigure dynamically without shutting down the OS running there.
What I read about WPAR (didn't work with those) says they are for OS level virtualisation giving you the opportunity to isolate your applications under AIX.
would be better to think of DLPAR as an operation to dynamically alter a virtual machine aka LPAR.
WPAR can be seen as the AIX implementation of the jail concept. Solaris has a similar construct known as containers. WPAR differentiate from others in that there are two types - system and application WPAR's.
An application WPAR isolates the application encapsulating the application in a protected environment that can be moved between AIX systems running at the same level.
A system WPAR appears as if it is a regular system. if you know where to look you can see the difference. System WPAR are also mobile capable.
Hope this helps.
This User Gave Thanks to MichaelFelt For This Post:
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LEARN ABOUT DEBIAN
algorithm::checkdigits::m11_001
CheckDigits::M11_001(3pm) User Contributed Perl Documentation CheckDigits::M11_001(3pm)
NAME
CheckDigits::M11_001 - compute check digits for ISBN, ISSN, VAT RN (PT), HKID (HK), Wagon number (BR), NHS (GB), VAT (SL)
SYNOPSIS
use Algorithm::CheckDigits;
$isbn = CheckDigits('isbn');
if ($isbn->is_valid('3-88229-192-3')) {
# do something
}
$cn = $isbn->complete('3-88229-192-');
# $cn = '3-88229-192-3'
$cd = $isbn->checkdigit('3-88229-192-3');
# $cd = '3'
$bn = $isbn->basenumber('3-88229-192-3');
# $bn = '3-88229-192-'
DESCRIPTION
ALGORITHM
1. The sequence of digits is processed right to left. Every digit is multiplied with their position in the sequence (i.e. the digit left
to the check digit has the weight 2 then 3 etc.).
With a Hongkong ID (hkid) the leftmost char is replaced with its position in the alphabet and then multiplied with 8 (its weight).
2. The sum of all products is computed.
3. The sum of step 2 is taken modulo 11.
4. The checkdigit is the difference of the sum from step 3 to eleven under the following conditions:
isbn,issn
If the difference is 10, the check digit is 'X'.
If the difference is 11, the check digit is 0.
ustid_pt
If the difference is greater then 9, the check digit is '0'.
hkid If the difference is 10, the check digit is 'A'.
If the difference is 11, the check digit is 0.
wagonnr_br
If the difference is 10, the check digit is 0.
If the difference is 11, the check digit is 1.
nhs_gb If the difference is 10, the number would not be taken.
If the difference is 11, the check digit is 0.
vat_sl This is a little bit unclear, don't trust on the method for this type.
METHODS
is_valid($number)
Returns true only if $number consists solely of numbers and the last digit is a valid check digit according to the algorithm given
above.
Returns false otherwise,
complete($number)
The check digit for $number is computed and concatenated to the end of $number.
Returns the complete number with check digit or '' if $number does not consist solely of digits and spaces.
basenumber($number)
Returns the basenumber of $number if $number has a valid check digit.
Return '' otherwise.
checkdigit($number)
Returns the checkdigit of $number if $number has a valid check digit.
Return '' otherwise.
EXPORT
None by default.
AUTHOR
Mathias Weidner, <mathias@weidner.in-bad-schmiedeberg.de>
SEE ALSO
perl, CheckDigits, www.pruefziffernberechnung.de.
perl v5.10.0 2008-05-17 CheckDigits::M11_001(3pm)