This is a paper about geometry and how one can derive several fundamental laws of physics from a simple postulate of geometrical nature. The method uses monogenic functions analysed in the algebra of 5-dimensional spacetime, exploring the 4-dimensional waves that they generate. With this method one is able to arrive at equations of relativistic dynamics, quantum mechanics and electromagnetism. Fields as disparate as cosmology and particle physics will be influenced by this approach in a way that the paper only suggests. The paper provides an introduction to a formalism which shows prospects of one day leading to a theory of everything and suggests several areas of future development
In this article I present a new axiomatic algebraic (matrix) approach based on the ring theory (incl...
As geometry is constructed from points and their separating distances, physics may be si...
In this article, as a new mathematical approach to origin of the laws of nature, using a new basic a...
Monogenic functions are functions of null vector derivative and are here analysed in the geometric a...
Monogenic functions in the algebra of 5-dimensional spacetime have been used previously by the autho...
The presentation makes use of geometric algebra, also known as Clifford algebra, in 5-dimensional sp...
Bringing geometric algebra to the mainstream of physics pedagogy, this book presents geometric algeb...
It is generally expected that the laws of nature are obtained as the end-product of the scientific p...
In this paper we develop a model for physics that allows us to derive basic things that are typicall...
Physical geometry studies mutual disposition of geometrical objects and points in space, or space-ti...
In this article I present a new axiomatic algebraic (matrix) approach based on the ring theory (incl...
This text is an introduction to some of the mathematical wonders of Maxwell's equations. These equat...
This article is a summary of an expanded version : R. Zahedi, "On the Logical Origin of the Laws Gov...
ABSTRACT We review the applications of geometric algebra in electromag-netism, gravitation and multi...
As geometry is constructed from points and their separating distances, physics may be similarly cons...
In this article I present a new axiomatic algebraic (matrix) approach based on the ring theory (incl...
As geometry is constructed from points and their separating distances, physics may be si...
In this article, as a new mathematical approach to origin of the laws of nature, using a new basic a...
Monogenic functions are functions of null vector derivative and are here analysed in the geometric a...
Monogenic functions in the algebra of 5-dimensional spacetime have been used previously by the autho...
The presentation makes use of geometric algebra, also known as Clifford algebra, in 5-dimensional sp...
Bringing geometric algebra to the mainstream of physics pedagogy, this book presents geometric algeb...
It is generally expected that the laws of nature are obtained as the end-product of the scientific p...
In this paper we develop a model for physics that allows us to derive basic things that are typicall...
Physical geometry studies mutual disposition of geometrical objects and points in space, or space-ti...
In this article I present a new axiomatic algebraic (matrix) approach based on the ring theory (incl...
This text is an introduction to some of the mathematical wonders of Maxwell's equations. These equat...
This article is a summary of an expanded version : R. Zahedi, "On the Logical Origin of the Laws Gov...
ABSTRACT We review the applications of geometric algebra in electromag-netism, gravitation and multi...
As geometry is constructed from points and their separating distances, physics may be similarly cons...
In this article I present a new axiomatic algebraic (matrix) approach based on the ring theory (incl...
As geometry is constructed from points and their separating distances, physics may be si...
In this article, as a new mathematical approach to origin of the laws of nature, using a new basic a...