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Classification and criteria of limit cases for singular second-order linear equations with complex coefficients on time scales

机译:时标上具有复系数的奇异二阶线性方程组极限情况的分类和判据

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The main object of this paper is to establish the classification and some criteria of the limit cases for singular second-order linear equations with complex coefficients on time scales. According to the number of linearly independent solutions in suitable weighted square integrable spaces, this class of equations is classified into cases I, II, and III. Moreover, the exact dependence of cases II and III on the corresponding half-planes is given and some criteria of the limit cases are established.
机译:本文的主要目的是建立时标上具有复系数的奇异二阶线性方程组极限情况的分类和一些判据。根据合适的加权平方可积空间中线性独立解的数量,此类方程式分类为情况I,II和III。此外,给出了情况II和III在相应半平面上的确切依赖关系,并建立了极限情况的一些标准。

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