By B Jancewicz
Clifford algebras are assuming now an expanding function in theoretical physics. a few of them predominantly higher ones are utilized in trouble-free particle concept, specifically for a unification of the elemental interactions. The smaller ones are promoted in additional classical domain names. This booklet is meant to illustrate usefulness of Clifford algebras in classical electrodynamics. Written with a pedagogical objective, it starts with an introductory bankruptcy dedicated to multivectors and Clifford algebra for the three-d house. In a later bankruptcy transformations are offered worthy for better size and for the pseudoeuclidean metric of the Minkowski area. between different merits one is worthy declaring: as a result of a bivectorial description of the magnetic box a suggestion of strength surfaces evidently emerges, which finds an intimate hyperlink among the magnetic box and the electrical currents as its assets. as a result of the straight forward point of presentation, this publication could be taken care of as an introductory direction to electromagnetic thought. a number of illustrations are important in visualizing the exposition. in addition, each one bankruptcy ends with an inventory of difficulties which magnify or additional illustrate the elemental arguments.