Fig. 4: Complexity and control of bit sequences.
From: Pattern generation and symbolic dynamics in a nanocontact vortex oscillator
a Probability of 0 and 1 in the generated bit sequences as a function of \({I}_{{\rm{dc}}}\). b Probability of moving from the current state, \(i\), to the next state, \(j\), \({P}_{i,j}\). The inset shows the Markov chain for a 1 bit information. c Shannon block entropy rate, \(h\), as a function of \({I}_{{\rm{dc}}}\) for different block lengths, 3 bits and 6 bits. d Normalized Lempel–Ziv complexity, \({C}_{{\rm{LZ}}}\), as a function of \({I}_{{\rm{dc}}}\).
