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In this paper, we provide a novel approach to describe and analyze memristive circuits. This method is based on a Volterra series representation of the essential time functions of the circuit. This does not only provide the possibility of calculating voltages and currents over time in specific memristive networks, but describes the behavior of a general single memristor circuit, e.g. a circuit with...
A discrete transmission line model is presented for propagation of quantum particles in crystals. It allows a substantial simplification in calculations, the integration of a quantum description in a classical environment, let alone a useful key for intuitive grasping of quantum aspects.
In this paper, symbolic matrices and a simple algebraic method to list spanning trees and find Hamiltonian circuits in a simple un-oriented graph are used. A concrete, fully-parallel algorithm that achieves both goals, with examples is shown. A necessary and sufficient condition for Hamiltonicity is presented, too.
This paper studies the cascade synthesis of RC polyphase one-ports. We discuss it based on LC polyphase networks instead of RC ones, and give sufficient conditions for a positive real function to be realizable as a one-port.
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