In this paper we consider the gravitational field of fractal distribution of particles. To describe fractal distribution, we use the fractional integrals. The fractional integrals are considered as approximations of integrals on fractals. Using the fractional generalization of the Gauss's law, we consider the simple examples of the fields of homogeneous fractal distribution. The examples of gravitational moments for fractal distribution are considered
This paper presents a review of the fractal approach for describing the large scale distribution of ...
Observations of galaxies over large distances reveal the possibility of a fractal distribution of th...
We show a relation between fractional calculus and fractals, based only on physical and geometrical ...
Electric and magnetic fields of fractal distribution of charged particles are considered. The fracti...
We introduce fractional flat space, described by a continuous geometry with constant non-integer Hau...
We study the (Newtonian) gravitational force distribution arising from a fractal set of sources. We ...
In this lecture we will try to address the "frequently asked questions about fractals" in the field ...
In the space and the time with a fractional dimensions the Lorents transformations fulfill only as a...
Many specialists working in the field of the fractional calculus and its applications simply replace...
Abstract: Field gravity fractal cosmological model, based on the field approach to gravity and on ...
We examine the proposal that a model of the large-scale matter distribution consisting of randomly p...
We present a fractional diffusion equation involving external force fields for transport phenomena i...
Fractional calculus is an effective tool in incorporating the effects of non-locality and memory int...
We construct a theory of fields living on continuous geometries with fractional Hausdorff and spectr...
Our goal is to prove the existence of a connection between fractal geometries and fractional calculu...
This paper presents a review of the fractal approach for describing the large scale distribution of ...
Observations of galaxies over large distances reveal the possibility of a fractal distribution of th...
We show a relation between fractional calculus and fractals, based only on physical and geometrical ...
Electric and magnetic fields of fractal distribution of charged particles are considered. The fracti...
We introduce fractional flat space, described by a continuous geometry with constant non-integer Hau...
We study the (Newtonian) gravitational force distribution arising from a fractal set of sources. We ...
In this lecture we will try to address the "frequently asked questions about fractals" in the field ...
In the space and the time with a fractional dimensions the Lorents transformations fulfill only as a...
Many specialists working in the field of the fractional calculus and its applications simply replace...
Abstract: Field gravity fractal cosmological model, based on the field approach to gravity and on ...
We examine the proposal that a model of the large-scale matter distribution consisting of randomly p...
We present a fractional diffusion equation involving external force fields for transport phenomena i...
Fractional calculus is an effective tool in incorporating the effects of non-locality and memory int...
We construct a theory of fields living on continuous geometries with fractional Hausdorff and spectr...
Our goal is to prove the existence of a connection between fractal geometries and fractional calculu...
This paper presents a review of the fractal approach for describing the large scale distribution of ...
Observations of galaxies over large distances reveal the possibility of a fractal distribution of th...
We show a relation between fractional calculus and fractals, based only on physical and geometrical ...