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    <subfield code="a">Part 1: Artificial Intelligence Applied to Dynamics and Complexity -- Chapter 1. Classification of Chaotic Dynamics Through Time-Frequency Representations and Machine Learning -- Chapter 2. Optimization of echo state neural networks to solve classification problems -- Chapter 3. Deep Learning in the Expansion of the Urban Spot -- Part 2: Biomedical Advancements in Rehabilitation Through Complex Systems -- Chapter 4. Solving Inverse Kinematics Problem for Manipulator Robots Using Artificial Neural Network with Varied Dataset Formats -- Chapter 5. CRNN-based Classification of EMG Signals for the Rehabilitation of the Human Arm -- Chapter 6. LMI-based Design of a Robust Affine Control law for the Position Control of a Knee Exoskeleton Robot: Comparative Analysis of Stability Conditions -- Chapter 7. Position Control of Robotic Systems via Linear Controllers with Application to a Lower Limb Rehabilitation Exoskeleton Robot: Design and Comparative Analysis -- Part 3: Controlling Dynamical and Complex Systems -- Chapter 8. Synchronization of memristive Hindmarsh-Rose neurons connected by memristive synapses -- Chapter 9. A systematic approach for Multi-switching compound synchronization of non-identical chaotic systems using optimal control -- Chapter 10. Limit Cycle Generation by Inducing the Controllable Hopf Bifurcation -- Chapter 11. Cascading Timers: The new method to Solve the Sequential Problems Including Timers in Automation Systems -- Chapter 12. Mixed Sensitivity Control of Euler-Lagrange Models -- Part 4: Applications of Chaotic and Complex Systems -- Chapter 13. A New 4-D Four-Scroll Hyperchaotic System with Multistability, Coexisting Attractors and its Circuit Realization -- Chapter 14. Secure Communication System Based on Multi-Stability: Evaluation using the SCAMPER Method for Innovation Projects -- Chapter 15. An Image Compression and Encryption Approach with Convolutional Layers, Two Dimensional Sparse Recovery and Chaotic Dynamics -- Chapter 16. Comparative study of the viscoelastic behavior on PLA filaments, a fractional calculus approach -- Chapter 17. A New 4-D Highly Chaotic Two-Scroll System with a Hyperbola of Equilibrium Points and its Circuit Simulation.</subfield>
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