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Impulsive Problems for Fractional Differential Equations with Functional Boundary Value Conditions at Resonance

机译:谐振功能边界值条件的分数微分方程的脉冲问题

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We establish novel results on the existence of impulsive problems for fractional differential equations with functional boundary value conditions at resonance with dim?Ker?L=1. Our results are based on the degree theory due to Mawhin, which requires appropriate Banach spaces and suitable projection schemes.
机译:我们建立了对具有昏暗的功能边界值条件的分数微分方程的脉冲问题存在的新颖结果,昏暗的暗杆αΔL= 1。我们的结果基于MAWHIN由于MAWHIN的学位理论,需要适当的Banach空间和合适的投影方案。

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