In this article, we construct fluid equations in fractal dimensions based on the concept of the
product-like fractal measure introduced by Li and Ostoja-Starzewski in their formulation of …

Turbulent diffusion flames are considered an active field of research used in many
engineering applications of combustion theory. The basic properties of jet diffusion flames …

We study some basic problems arising in ocean–atmosphere dynamics including the ocean
surface waves and Rossby waves based on the concept of product-like fractal measure …

In this study, the nonlocal fractal neutrons transport equation in fractal dimensions (α, β) is
constructed based on the concepts of fractal derivative and a spatially symmetric kernel …

The aim of this study is to extend the soliton propagation model in biomembranes and
nerves constructed by Heimburg and Jackson for the case of fractal dimensions. Our …

In this study, the concept of the product-like fractal measure introduced by Li and Ostoja-
Starzewski in their formulation of fractal continuum media is combined with the concept of …

In this study, we have constructed a generalized Schrödinger equation in fractal dimensions
characterized by an effective potential which is generated by a position-dependent mass …

The main aim of this paper is to discuss the influence of fractal dimensions on the behavior
of the solutions of the Grad-Shafranov equation. Our study is based on the product-like …

In this study, we analyzed the fundamental concepts of solar physics based on the product-
like fractal measure concept introduced by Li and Ostoja-Starzewski in their attempt to …

In this study, the fractal neutrons diffusion equation is constructed based on the concept of
fractal anisotropy and product-like fractal measure introduced by Li and Ostoja-Starzewski …