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This book presents the latest algorithmic developments in the cell-mapping method for the global analysis of nonlinear dynamic systems, global solutions for multi-objective optimization problems, and global solutions for zeros of complex algebraic equations.
Covers the achievements on bifurcation studies of nonlinear dynamical systems. This work includes: novel ideas and concepts; Hilbert's 16th problem; normal forms in polynomial hamiltonian systems; grazing flow in non-smooth dynamical systems; stochastic and fuzzy nonlinear dynamical systems; fuzzy bifurcation; and parametrical, nonlinear systems.
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