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Re: modal intervals



Svetoslav Markov schrieb:
> Sorry, by "nonzero interval" I meant an interval a that does not
> involve zero, that is neither 0 \in a, not a \in 0.

Indeed, these are quite different things.


> I cannot understand
> why it is so bothering that a*x = 1 is not solvable for intervals
> involving zero.

It is not more bothering than that for ordinary intervals, a + x = b
is not solvable when diam(a)>diam(b).

One never needs to solve any of the two equations.


Arnold Neumaier