Distance between equations
From: Piotr Wyderski (piotr.wyderskiREMOVE_at_wp.pl)
Date: 02/28/04
- Previous message: Andreas Nauerz: "Greibach NF transformation"
- Next in thread: David Wagner: "Re: Distance between equations"
- Reply: David Wagner: "Re: Distance between equations"
- Messages sorted by: [ date ] [ thread ] [ subject ] [ author ]
Date: Sat, 28 Feb 2004 01:56:34 +0100
Hello,
assume that we have a set of integer constants,
a set of integer variables and some standard integer
operators: +, -, *, div and mod; we can also use
parentheses. We can build arbitrarily complex formulas
using these objects, e.g. x+7*y-z div 2 is a valid formula.
And the question is: given two formulas, P and Q, is
it possible to check automatically whether they differ
only by an integer constant? Put another way: is
the problem "P-Q=O(1)" decidable?
Best regards
Piotr Wyderski
- Previous message: Andreas Nauerz: "Greibach NF transformation"
- Next in thread: David Wagner: "Re: Distance between equations"
- Reply: David Wagner: "Re: Distance between equations"
- Messages sorted by: [ date ] [ thread ] [ subject ] [ author ]