This chapter discusses the analysis and design of memristor-based oscillators which is considered one of the nonlinear analog block required for many applications such as chaotic memristor oscillators and artificial neuron network
Memristor-based multilevel digital systems
This chapter investigates the advantages of memristor-based digital applications using multi-level arithmetic concepts
Memcapacitor based applications
This chapter is divided into three sections focusing on some memcapacitor-based applications
Generalized fractional logistic map suitable for data encryption
This paper presents the generalization of a delayed version of the logistic map
Memristor-based redundant binary adder
This paper introduces a memristor based ternary adder, which is an essential building block for any arithmetic ternary operations
The effect of multi-scrolls distribution on image encryption
This paper introduces two generalized tent maps where the conventional map is a special case
2T2M memristor-based memory cell for higher stability RRAM modules
This paper introduces a novel 2T2M memristor based memory cell which, offers higher stability and noise margins than previous works
An image encryption system based on generalized discrete maps
This paper presents a new image encryption scheme based on the fractional-order Lorenz system which gives more degrees of freedom in key generation
Multi-phase oscillator for higher-order PSK applications
Multi-phase oscillator is an essential block in digital communication systems especially phase shift keying PSK based systems
Memristor-less current- and voltage-controlled meminductor emulators
This paper introduces two mathematical models of meminductor based on a simple symmetrical double-loop equation with their generic formulas and analysis