Abstract
A nonlinear system with different fractional derivative terms is considered. The existence of positive blowing-up solutions is proved.
Highlights
We are concerned with blowing-up solutions of the nonlinear fractional system:
From the identity (1.4) it follows that the blow-up times of u(t) and v(t) are the same
We prove the positivity of u and v
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Summary
Introduction
We are concerned with blowing-up solutions of the nonlinear fractional system: In [3], Furati and Kirane considered blowing-up solutions to the system Kirane and Malik in [4] studied the profile of the blowing-up solutions of system (1.2). The occurrence of finite time blow-up in each component can be derived.
Results
Conclusion
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