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Perfect numbers Description A perfect number is defined as a number for which the
sum of all the divisors adds up to the number itself.
This examples calculates all perfect numbers up to a given upper bound.
- nested 'forall' loops
- use of 'mod'
Further explanation of this example:
'Mosel User Guide', Section 7.2.1 'forall'
Source Files perfect.mos (!******************************************************* * Mosel Example Problems * * ====================== * * * * file perfect.mos * * ```````````````` * * Example for the use of the Mosel language * * (Calculation of perfect numbers) * * * * A number is called perfect if its value equals the * * sum of its divisors, except for itself. * * * * (c) 2008 Fair Isaac Corporation * * author: S. Heipcke, 2001 * *******************************************************!) model Perfect ! Start a new model parameters LIMIT=100 ! Search for perfect numbers in 1..LIMIT end-parameters writeln("Perfect numbers between 1 and ", LIMIT, ":") forall(p in 1..LIMIT) do sumd:=1 forall(d in 2..p-1) if p mod d = 0 then sumd+=d end-if if p=sumd then writeln(p) end-if end-do end-model | |||||||||

Copyright 2017 Fair Isaac Corporation. |