Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
6892384 | Computers & Mathematics with Applications | 2017 | 5 Pages |
Abstract
It is proved that if D and S are sufficiently smooth nonnegative functions on [0,â) satisfying K0eâβâsâ¤D(s)â¤K1eâβ+sfor allsâ¥0with some K0>0, K1>0, βââ¥Î²+ and β+>0, then under the condition that S(s)D(s)â¤K2sαfor allsâ¥0with some K2>0 and αâ¥0, for the initial data (u0,v0) are sufficiently regular satisfying u0â¥0 and v0>0, the classical solutions to the system are uniformly-in-time bounded.
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Authors
Liangchen Wang, Xuegang Hu, Pan Zheng, Ling Li,