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Any idea how would I solve such a problem? Substitute a semi-random range of numerical values for each variable into both equations and evaluate them. If the both result in the same answer, for a well-chosen set of inputs, they're probably the same equation. Of course, that kind of just moves the goal posts a little to one of coming up with a good set of values; but given the performance of modern processors, unless these are quite complicated formulae, you can probably afford to throw a little (or even quite a lot) of everything at them and still get a statistically, highly probable answer in a few seconds. With the rise and rise of 'Social' network sites: 'Computers are making people easier to use everyday'
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In reply to Re: List all different equations for a given one
by BrowserUk
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