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For the theory and applications of semi-inner products we refer to Lumer (1961), Giles (1967), Dragomir (2004) and Horváth et al. (2015).
For the theory and applications of the Erdélyi-Kober fractional integrals, see, e.g., [1, 2, 10 14] and the references cited therein.
Although the history of fractional calculus is more than three centuries old, it only has received much attention and interest in the past 20 years; the reader may refer to [4, 5, 6] for the theory and applications of fractional calculus.
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The theory and applications of NMA for flexible fitting of protein structures into EM maps are described thereafter.
For the theory and application of the Lie group analysis methods, see, e.g., the Refs. [7 12].
We refer the readers to [28 31] for the general theory and applications of impulsive differential equations.
We refer the readers to [9 15] for the general theory and applications of impulsive differential equations.
For the general theory and applications of impulsive differential equations, we refer the reader to [26 29].
For the theory, algorithms, and applications of some minimax problems, the reader is referred to [18].
For basic theory and applications of difference equations we refer the reader [8 16] and references therein.
For recent development in theory and applications of fractional calculus, see the books [1 4].
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