CASCADE SYNTHESIS OF LUMPED AND DISTRIBUTED NETWORKS BY MEANS OF THE MINKOWSKI MODEL OF LORENTZ SPACE
E.F. Bolinder
CASCADE SYNTHESIS
OF LUMPED
AND DISTRIBUTED
NETWORKS BY MEANS OF THE
MINKOWSKI MODEL OF LORENTZ SPACE E Folke Bol inder
ABSTRACT The Minkowski model of three-dimensional Lorentz space with its submodels of two-dimensional hyperbolic space, namely the Cayley-Klein model, the polar Poincare model (the Smith Chart), and the rectangular Poincare model (the Z-plane), can be used both constructivel