Article,
The Algebra and Topology of Electrical Networks
Proceedings of the IEE Part C: Monographs, 108 (13): 215+ (1961)
DOI: 10.1049/pi-c.1961.0030
Abstract
The paper gathers together the various results and methods used in an elementary algebraic and topological study of electrical networks. Considerations are restricted to networks containing a finite number of lumped resistors, capacitors and self and mutual inductors. The result is a connected logical presentation leading, by use of the concepts of incidence, loop and cut-set matrices, to the corresponding nodal, loop and cut-set analysis methods.
