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September 10, 2025Open Access

G-Subdiffusion Equation with Fractional Caputo Time Derivative with Respect to Another Function to Describe Ultraslow Diffusion

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Findings reveal the g-subdiffusion equation effectively models ultraslow diffusion dynamics, suggesting new insights into diffusion processes.

The g-subdiffusion equation describes ultraslow diffusion processes over all time domains, demonstrating flexibility in modeling.
Using a fractional Caputo derivative allows intricate definitions of diffusion, enhancing our understanding of molecular movement.
The proposed method utilizes a Laplace transform to derive Green’s functions, establishing a novel approach to studying ultraslow diffusion.
This modeling approach opens pathways for further investigations into how variable functions influence diffusion behaviors.

Kosztołowicz et al. (2025) studied this question.

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September 10, 2025Open Access

View Full Paper

Ask AI

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Authors

Findings reveal the g-subdiffusion equation effectively models ultraslow diffusion dynamics, suggesting new insights into diffusion processes.

The g-subdiffusion equation describes ultraslow diffusion processes over all time domains, demonstrating flexibility in modeling.
Using a fractional Caputo derivative allows intricate definitions of diffusion, enhancing our understanding of molecular movement.
The proposed method utilizes a Laplace transform to derive Green’s functions, establishing a novel approach to studying ultraslow diffusion.
This modeling approach opens pathways for further investigations into how variable functions influence diffusion behaviors.

Kosztołowicz et al. (2025) studied this question.

View Full Paper

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Bookmark