In this paper, we propose use of the multivalued operator theory to obtain
a unifying approach to analysis of electronic circuits having "hysteresis-t
ype" multivalued de characteristics, me also show how multivalued operator
theory can be successfully applied in analysis of dynamic circuits (e.g., o
scillators). The proposed approach, although relying on very involved mathe
matics, enables formulation of very simple design and analysis formulae whi
ch can be used in a straightforward manner by an engineer with even a very
fragmentary mathematics background, several examples of analysis of driving
-point and transfer characteristics are shown. Examples of dynamic circuits
involving multivalued characteristics are also included.