J. Slepoi

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20212026

most citedAnalysis of solutions of some multi-term fractional Bessel equations

12 citations · 12 across the 4 of their papers we have counts for

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math.AP2022

Fractional Quasi-Bessel Equations

Pavel B. Dubovski, Jeffrey A. Slepoi

In this paper we consider fractional quasi-Bessel equations $i = 1 \sum m d_{i} x^{α_{i} + p_{i}} D^{α_{i}} u (x) + (x^{β} - ν^{2}) u (x) = 0$ and construct their existence and uniqueness theory in…

math.AP2021★ 12 cited

Analysis of solutions of some multi-term fractional Bessel equations

Pavel B. Dubovski, Jeffrey A. Slepoi

We construct the existence theory for generalized fractional Bessel differential equations and find the solutions in the form of fractional or logarithmic fractional power series.…