277 results on '"Forti, Mauro"'
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2. Physical Implementation of a Tunable Memristor-based Chua's Circuit
3. First integrals can explain coexistence of attractors, multistability, and loss of ideality in circuits with memristors
4. Dynamic Analysis of Memristor Circuits via Input–Output Techniques
5. Memristor Cellular Neural Networks Computing in the Flux-charge Domain
6. Nonlinear Dynamics of Circuits with Mem-Elements
7. Complex Dynamics and Synchronization Phenomena in Arrays of Memristor Oscillators
8. Extended Memristor Devices
9. Memristor Circuits: Invariant Manifolds, Coexisting Attractors, Extreme Multistability, and Bifurcations Without Parameters
10. Pulse Programming of Memristor Circuits
11. Flux-Charge Analysis Method of Memristor Circuits
12. Nonlinear Dynamics and Bifurcations in Autonomous RLC Circuits
13. Device Modeling and Circuit Elements
14. RLC Networks Equations and Analysis Methods
15. Fundamental Properties of Mem-Elements
16. New method to analyze the invariant manifolds of memristor circuits
17. Circuits with a mem-element: invariant manifolds control via pulse programmed sources
18. New Class of Discrete-Time Memristor Circuits: First Integrals, Coexisting Attractors and Bifurcations Without Parameters
19. Drift of invariant manifolds and transient chaos in memristor Chua's circuit
20. Correction to: Nonlinear Circuits and Systems with Memristors
21. Nonlinear Circuits and Systems with Memristors
22. Nonlinear Dynamics and Bifurcations in Autonomous RLC Circuits
23. Memristor Circuits: Invariant Manifolds, Coexisting Attractors, Extreme Multistability, and Bifurcations Without Parameters
24. RLC Networks Equations and Analysis Methods
25. Pulse Programming of Memristor Circuits
26. Flux-Charge Analysis Method of Memristor Circuits
27. Complex Dynamics and Synchronization Phenomena in Arrays of Memristor Oscillators
28. Memristor Cellular Neural Networks Computing in the Flux-charge Domain
29. Fundamental Properties of Mem-Elements
30. Extended Memristor Devices
31. Device Modeling and Circuit Elements
32. Nonlinear Dynamics of Circuits with Mem-Elements
33. On convergence properties of the brain-state-in-a-convex-domain
34. Convergence of Discrete-Time Cellular Neural Networks with Application to Image Processing
35. Stability of memristor neural networks with delays operating in the flux-charge domain
36. Prediction of period doubling bifurcations in harmonically forced memristor circuits
37. Stability Analysis of the Synchronous Solution in Arrays of Memristive Chua’s Circuits
38. Chua’s Circuit With Tunable Nonlinearity Based on a Nonvolatile Memristor: Design and Realization
39. Memristor standard cellular neural networks computing in the flux–charge domain
40. First Integrals Can Explain Cohexistence of Attractors, Multistability, and Loss of Ideality in Circuits with Memristors
41. Harmonic Balance Design of Oscillatory Circuits Based on Stanford Memristor Model
42. Complete Stability of Neural Networks With Extended Memristors
43. Chua’s Circuit With Tunable Nonlinearity Based on a Nonvolatile Memristor: Design and Realization
44. Floquet multipliers of a metastable rotating wave in a Chua–Yang ring network
45. Complete Stability of Neural Networks With Extended Memristors
46. Embedding the Dynamics of Forced Nonlinear Systems in Multistable Memristor Circuits
47. Convergence of Neural Networks with a Class of Real Memristors with Rectifying Characteristics
48. Physical Implementation of a Tunable Memristor-based Chua's Circuit
49. Convergence of a Class of Delayed Neural Networks with Real Memristor Devices
50. Necessary and sufficient condition for multistability of neural networks evolving on a closed hypercube
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