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Furthermore, we get a result on the coexistence of both simultaneous and non-simultaneous blow-ups.
In this section, we consider the coexistence of both simultaneous and non-simultaneous blow-ups.
(1.8) then there may occur both simultaneous and non-simultaneous blow-ups.
In Section 4, we consider the coexistence of both simultaneous and non-simultaneous blow-ups; Theorem 1.3 is proved.
In Section 3, we consider the coexistence of both simultaneous and non-simultaneous blow-ups, Theorems 1.7, 1.8 are proved.
If and, then both simultaneous and non-simultaneous quenching may occur in (1.1) depending on the initial data.
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Next, we characterize the ranges of parameters to distinguish simultaneous and non-simultaneous quenching.
Recently, the simultaneous and non-simultaneous blow-up problems of parabolic systems have been widely considered by many authors [4 14].
Recently, the simultaneous and non-simultaneous quenching for problem (1.4), and what is related to it, was studied by many authors (see [4 7] and references therein).
Inspired by the above work, we will focus on the simultaneous and non-simultaneous blow-up conditions to system (1.1), and list our main results as follows.
In particular, if we choose, then we obtain that the ranges of parameters to distinguish simultaneous and non-simultaneous quenching coincide with the problem (1.3) (see [1, 2]).
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