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Q: Website URL needed for determining growth rates of math expressions ( No Answer,   1 Comment )
Question  
Subject: Website URL needed for determining growth rates of math expressions
Category: Science > Math
Asked by: mathwiz-ga
List Price: $20.00
Posted: 26 Mar 2004 22:20 PST
Expires: 25 Apr 2004 23:20 PDT
Question ID: 321014
Is there an online resource that will calculate Big Oh, Big Omega,
little Oh, little omega, and Theta? I am looking for a dynamic website
which I can go to, where I enter in two expressions and will be
returned the respective growth rates. For example:

1)logn
2)log(n^2)

Submit. Website returns: logn is O(n^2), is not Big Omega log(n^2), is
not Theta log(n^2), etc..

If it can return *any* of these growth rates, it will still be a great
help! If this is not possible, is there a website out there that will
generate fairly large graphs, so that I can submit expressions and
determine the growth rates myself?

I would like this before tomorrow at 12pm (EST).
Answer  
There is no answer at this time.

Comments  
Subject: Re: Website URL needed for determining growth rates of math expressions
From: joshuahorowitz-ga on 19 Apr 2004 13:09 PDT
 
I profoundly doubt you'll be able to find any site that automatically
determines algorithmic bounds. That'd be crazy.

This site should do all the graphing you want though:

http://www.walterzorn.com/grapher/grapher_e.htm

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