In this paper a critical enquiry is made into the mystical dimension of science with specific reference to contemporary developments in fractal Geometry. The paper begins with a historical synthesis of the mystical roots of science to see how science lost its mystical nature, especially in the modern era, corresponding to the emergence of a dualistics world-view in philosophy. However, contemporary science, very specially 'fractals', takes us to a mystical realm in which the dichotomised world-views of matter-spirit, finite-infinite, microcosm and macrocosm are blurred. Such a mystical understanding re-defines and transcends the traditional understanding of mysticism which is confined to the sacred spheres
Fractal geometry, largely inspired by Benoit Mandelbrot [1] during the sixties and seventies, is one...
It was demonstrated that the current fractal studies of the universe suffer from lack of appropriate...
The central topic of this article is the analyse of a role which modern mathematics plays in develop...
In this paper we have made a draft of a physical fractal essence of the universe, a sketch of a new ...
Euclid was one of the first who attempted to explain natural phenomena in terms of mathematical conc...
This is the sequel to the previous accounts on the rise and development of the concept of fractal...
This is the sequel to the previous accounts on the rise and development of the concept of fractal co...
Fractal geometry and chaos theory are deeply rooted in significant problems in the history of mathem...
The concept of a fractal cosmos occupies a prominent position in the modern cosmology. We trace the ...
Fractals, in connection with the Theory of Catastrophes and Chaos, present the possibility of differ...
Abstract: A fractal model of the cosmos is presented in terms of distinct orders of universes, part...
Fractals is work number 6 of 12 in a collection titled The Improbabilities of Theoretical Math and P...
Our universe, science reveals, began in utter simplicity, then evolved into burgeoning complexity. S...
By a new fractal/transfractal geometry of the Unified Scientometric Model, it is possible to demonst...
Fractality of noesis This paper offers a description of how consciousness appears to itself express...
Fractal geometry, largely inspired by Benoit Mandelbrot [1] during the sixties and seventies, is one...
It was demonstrated that the current fractal studies of the universe suffer from lack of appropriate...
The central topic of this article is the analyse of a role which modern mathematics plays in develop...
In this paper we have made a draft of a physical fractal essence of the universe, a sketch of a new ...
Euclid was one of the first who attempted to explain natural phenomena in terms of mathematical conc...
This is the sequel to the previous accounts on the rise and development of the concept of fractal...
This is the sequel to the previous accounts on the rise and development of the concept of fractal co...
Fractal geometry and chaos theory are deeply rooted in significant problems in the history of mathem...
The concept of a fractal cosmos occupies a prominent position in the modern cosmology. We trace the ...
Fractals, in connection with the Theory of Catastrophes and Chaos, present the possibility of differ...
Abstract: A fractal model of the cosmos is presented in terms of distinct orders of universes, part...
Fractals is work number 6 of 12 in a collection titled The Improbabilities of Theoretical Math and P...
Our universe, science reveals, began in utter simplicity, then evolved into burgeoning complexity. S...
By a new fractal/transfractal geometry of the Unified Scientometric Model, it is possible to demonst...
Fractality of noesis This paper offers a description of how consciousness appears to itself express...
Fractal geometry, largely inspired by Benoit Mandelbrot [1] during the sixties and seventies, is one...
It was demonstrated that the current fractal studies of the universe suffer from lack of appropriate...
The central topic of this article is the analyse of a role which modern mathematics plays in develop...