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Efficient Scheme for Solving Tempered Fractional Quantum Differential Problem

Year: 2025
Type: article
Abstract: This study presents a novel family of operators, referred to as tempered quantum fractional operators, and investigates the well-posedness of related tempered quantum fractional differential equations. The q-Adams predictor–corrector method is employed to conduct the analysis. By carefully adjusting the scheme’s parameters, the convergence rate can be controlled, while computational expenses increase linearly with time. Numerical simulations confirm the effectiveness and precision of the introduced algorithm.
Language: English
Open Access status: gold
Estimated APC paid: $3,258
Award: G92618698
OpenAlex ID: W4415820714
FWCI: 2.294
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Cited by: 3
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