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- W4253230593 abstract "supp { vertical-align: 1.6ex; font-size:90%; } subb { vertical-align: -0.8ex; font-size:90%; } .ions { line-height: 2.8; } .ions supp {position: absolute; top: 1; left: 1; .ions subb {position: relative; top: 1; left: 1; } Consider the problem of evaluating the d-dimensional integral Id(f) := ∫10 · · · ∫10 f(x1,…, xd) dx1 … dxd = ∫[0,1]d f(x) dx, where f is a continuous function over the d-dimensional unit cube. To take up immediately the question in the title, let us ask: how large can we reasonably take d to be?" @default.
- W4253230593 created "2022-05-12" @default.
- W4253230593 creator A5075686837 @default.
- W4253230593 date "2009-06-24" @default.
- W4253230593 modified "2023-09-27" @default.
- W4253230593 title "How high is high-dimensional?" @default.
- W4253230593 doi "https://doi.org/10.4171/069-1/4" @default.
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