Abstract
AbstractIn this paper, we consider the Cauchy problemWe will prove that(i) for mc < m,m0 < 1, |u(x, t, m)–u(x, t, m0)| → 0 as m → m0 uniformly on every compact subset of ℝN × ℝ+, where ;(ii) there is a C* that explicitly depends on m such that
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