kidzsearch.com > wiki Explore:images videos games
Checksum
A checksum is a number. It is a kind of redundancy check. There are different ways to calculate it. It serves as a check, that no errors have been made when writing down the number. In its simplest form, the digits are simply added up. This can however not detect errors of swapping digits around. Better ways (algorithms) of calculating a checksum are a Hamming code, a cyclic redundancy check or the use of modular arithmetic. One of the uses of checksums is account numbers.
Portuguese bank account identifiers are a good example of how checksums work. They have a 21 digits. The first 19 digits identify the bank, branch and account number. The last two digits are "mod 97" checksum digits based on modular arithmetic. A typical Portuguese bank account number is 0002.0123.12345678901.54. The digits have the following meanings:^{[1]}
 The digits "0002" represent the bank.
 The digits "0123" represent the branch of the bank.
 The digits "12345678901" represent the account number
 The digits "54" represent the checksum.
If 000201231234567890154 (the bank account number without the dots) is divided by 97, the answer is 207458809978249 remainder 1. Since the remainder is "1", the bank account identifier is probably correct. If the person writing down the number missed a digit, swapped two digits around or wrote a digit down incorrectly the remainder would not have been "1". If this is the case then the computer should detect an error and give an error message.^{[2]}
Another place where checksums are used are serial numbers for computer software.
References
 ↑ "IBAN registry – This registry provides detailed information about all ISO 13616compliant national IBAN formats – Release 46". SWIFT. November 2013. http://www.swift.com/dsp/resources/documents/IBAN_Registry.pdf. Retrieved 23 November 2013.
 ↑ "ISO/IEC 7064:2003 – Information technology – Security techniques – Check character systems". International Organization for Standardization. http://www.iso.org/iso/catalogue_detail.htm?csnumber=31531. Retrieved 31 January 2010.
Please contact us to become an approved KidzSearch editor and provide your credentials. You can also give immediate feedback in our Wiki Feedback Forum.

