Growing through chaos in the Matsuyama map via subcritical flip bifurcation and bistability

Growing through chaotic intervals

Схоже за: Mathematical Dynamics and Fractals · Economic theories and models · Complex Systems and Time Series Analysis

Border collision bifurcations of superstable cycles in a one-dimensional piecewise smooth map

Схоже за: Mathematical Dynamics and Fractals · Economic theories and models · Complex Systems and Time Series Analysis

Revealing bifurcation mechanisms in a 2D nonsmooth map by means of the first return map

Схоже за: Mathematical Dynamics and Fractals · Economic theories and models · Complex Systems and Time Series Analysis

Dynamics of a durable commodity market involving trade at disequilibrium

Схоже за: Mathematical Dynamics and Fractals · Economic theories and models · Complex Systems and Time Series Analysis

Bifurcation Structure in a Model of Monetary Dynamics with Two Kink Points

Схоже за: Mathematical Dynamics and Fractals · Economic theories and models · Complex Systems and Time Series Analysis

Dynamics of 1D discontinuous maps with multiple partitions and linear functions having the same fixed point. An application to financial market modeling

Схоже за: Mathematical Dynamics and Fractals · Complex Systems and Time Series Analysis