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0020568654
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5844221435
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J. D. Murray, Mathematical Biology (Ref. [22]), Eq. (12.10). See also S.R. Dunbar, J. Math. Biol. 17, 11 (1983); Trans. Am. Math. Soc. 268, 557 (1984).
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48
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5844276224
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note
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0 would break down even in the leading edge of the front (i.e., near n = 0).
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-
-
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50
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5844221434
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note
-
See Fig. 2 and Eq. (12) in Ref. [12]. That equation applies to diffusion in two-dimensional space. On the other hand, according to the notation in the present paper τ corresponds to τ/2 in Ref. [12] [compare Eq. (3) in the present paper and Eq. (7) in Ref. [12]].
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51
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85086293177
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note
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2/(hunter yr).
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