The result of the debate was delete. -- ( drini's page ☎ ) 03:37, 8 May 2006 (UTC)[reply]
This is not a widely used or well defined phrase in mathematics nor physics. The only person that I have seen use this phrase at all is the creator of the article. Creator has a history of creating pointless and redundant articles, but this time I don't see that this article could be usefully redirected. Nonsuch 18:17, 1 May 2006 (UTC)[reply]
Generalized Uncertainty Principle
The uncertainty principle does not just apply to position and momentum. In its general form, it applies to every pair of conjugate variables. Two variables are conjugate if the associated operators do not commute. An example of a pair of conjugate variables is the x-component of angular momentum (spin) vs. the y-component of angular momentum. In general, and unlike the case of position versus momentum discussed above, the lower bound for the product of the uncertainties of two conjugate variables depends on the state the system is in. The uncertainty principle becomes then a theorem in the theory of operators (see functional analysis). The uncertainty principle also applies to the pair of variables time and energy, but the mathematical treatment of this case differs somewhat from the operator approach mentioned above.