Abstract
Additional errata. In Eq. (50), the [Formula presented]th element of the matrix on the right-hand side should be [Formula presented], rather than [Formula presented]. The correct equation is [Formula presented] In Eq. (66), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented] In Eq. (109), two instances of α on the right-hand side should be β. The correct equation is [Formula presented] In Eq. (148), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented] In Eq. (155), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented] [Formula presented] In Eq. (160), [Formula presented] should be i∈S. The correct equation is [Formula presented] In Eq. (179), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented][Formula presented] In the line right after Eq. (179), [Formula presented] should be [Formula presented]. In Eq. (180), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented][Formula presented] In Eq. (184), [Formula presented] in the denominator on the right-hand side in the first line should be included in the summand. The correct equation is [Formula presented] In Eq. (200), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented] In Eq. (207), [Formula presented] should be [Formula presented]. The correct equation is [Formula presented] In Eq. (208), [Formula presented] in the second line should be [Formula presented]. The correct equation is [Formula presented] In Eq. (212), [Formula presented] should be [Formula presented].
| Original language | English |
|---|---|
| Pages (from-to) | 37-39 |
| Number of pages | 3 |
| Journal | Physics Reports |
| Volume | 851 |
| DOIs |
|
| State | Published - Apr 3 2020 |
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Dive into the research topics of 'Erratum: Second corrigendum to “Random walks and diffusion on networks” [Phys. Rep. 716–717 (2017) 1–58] (Physics Reports (2017) 716–717 (1–58), (S0370157317302946), (10.1016/j.physrep.2017.07.007))'. Together they form a unique fingerprint.Cite this
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