Fractals for the c ...
Spaces and singula ...
Duality and pertur ...
The topology of ch ...
Dynamics in infini ...
Symplectic invaria ...
A first course in ...
Cell-to-cell mappi ...
Hamiltonian dynami ...
Introduction to gl ...
A random walk thro ...
An eye for fractal ...
On some aspects of ...
Fractal geometries
One-dimensional dy ...
Introduction to Ha ...
Partial regularity ...
Random geometrical ...
Chaos and fractals ...
Coexistence and pe ...
Real and complex s ...
Photo atlas for anatomy and physiology
Handbook of numerical analysis
Applied numerical methods for engineers using MATLAB and C
A mathematical introduction to fluid mechanics
Computational fluid dynamics
An introduction to difference equations
Introduction to applied nonlinear dynamical systems and chaos
Computational partial differential equations : numerical methods and Diffpack programming
Numerical schemes for conservation laws
Dynamics : numerical explorations
Periodicities in nonlinear difference equations
Evolutionary computation for modeling and optimization
Difference equations : from rabbits to chaos
Solving ODEs with MATLAB
Practical time-stepping schemes
Numerical methods for conservation laws
Elements of applied bifurcation theory
Patterns and waves : the theory and applications of reaction-diffusion equations
Chaos and time-series analysis /|cJulien Clinton Sprott
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