According to the following definition, a multi-interval is just a line segment for n=1, a square region for n=2, a cubic for n=3, and so on so forth, correct?
2026-02-23 04:36:12.1771821372
meaning of multi-interval
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Not necessarily a square region ($n=2$) and a cubic region ($n=3$), but rectangle and a box. For higher dimensions the word used seems to be hyperrectangle.
A multi-interval is often written as for example $[a_1, b_1] \times (a_2, b_2) \times \cdots \times (a_n, b_n]$.