All Stories

  1. LMI-Based Design of an Affine PD Controller for the Robust Stabilization of the Knee Joint of a Lower-Limb Rehabilitation Exoskeleton
  2. Design and Modeling of an Exoskeleton Robotic System for the Rehabilitation of Lower Limbs
  3. Investigation of the Compass Biped Walker's Passive Dynamics and Trajectory Tracking Method for Chaos Control
  4. Special Section Guest Editorial: Meeting the Challenges of Ecosystem Management using Remote Sensing
  5. Comparison Between Some Nonlinear Controllers for the Position Control of Lagrangian-type Robotic Systems
  6. Occurrence of Complex Behaviors in the Uncontrolled Passive Compass Biped Model
  7. Classification of sEMG Biomedical Signals for Upper-Limb and Hand Rehabilitation Using a Hybrid CNN-SVM Architecture
  8. LMI-based Optimization for the Position Feedback Control of Underactuated Robotic Systems via an Affine PD Controller: Case of the Pendubot
  9. Position Feedback Control of Lagrangian Robotic Systems via an Affine PD-Based Control Law. Part 2: Improved Results
  10. Position Feedback Control of Lagrangian Robotic Systems via an Affine PD-Based Control Law. Part 1: Design of LMI Conditions
  11. Design and Computation Aid of Command Gains for the Position Control of Manipulator Robots
  12. Classification of sEMG Biomedical Signals for Upper-Limb Rehabilitation Using the Random Forest Method
  13. Design of an Affine Control Law for the Position Control Problem of Robotic Systems Based on the Development of a Linear Dynamic Model
  14. Determination of Conditions on Feedback Gains for the Position Control of Robotic Systems Under an Affine PD-Based Control Law
  15. EMG Signal Classification for Human Hand Rehabilitation via Two Machine Learning Techniques: kNN and SVM
  16. Master-Slave Tracking of a Rigid Double-Side SDOF Impact Mechanical Oscillator Using Polyhedral Sets
  17. Position Control of Robotic Systems via an Affine PD-Based Controller: Comparison Between Two Design Approaches
  18. Trajectory Tracking Control of the Compass-Type Bipedal Robot Gait via an Improved PD+ Controller
  19. Trajectory tracking-based control of the chaotic behavior in the passive bipedal compass-type robot
  20. Position Control of Lagrangian Robotic Systems via an Affine PID-Based Controller and Using the LMI Approach
  21. Analysis and Control of the Dynamic Walking of the Compass Biped Walker Using Poincaré Maps: Comparison Between Two Design Approaches
  22. A Brief Overview on Machine Learning in Rehabilitation of the Human Arm via an Exoskeleton Robot
  23. A Convolutional Neural Network-Based Architecture for EMG Signal Classification
  24. Further Analysis of the Passive Dynamics of the Compass Biped Walker and Control of Chaos via Two Trajectory Tracking Approaches
  25. Automatic Detection of Power Quality Disturbance Using Convolutional Neural Network Structure with Gated Recurrent Unit
  26. Birth of the Neimark–Sacker Bifurcation for the Passive Compass-Gait Walker
  27. A new Poincaré map for investigating the complex walking behavior of the compass-gait biped robot
  28. Optimal Crop Selection Using Gravitational Search Algorithm
  29. Two-Way Feature Extraction Using Sequential and Multimodal Approach for Hateful Meme Classification
  30. Control of the Compass-Gait Walker Using an Enhanced Poincaré Map and via LMI-Based Optimization
  31. Further Analysis of the Passive Walking Gaits of the Compass Biped Robot: Bifurcations and Chaos
  32. Modeling and Analysis of the Dynamic Walking of a Biped Robot with Knees
  33. Additional Complex Behaviors, Bifurcations and Chaos, in the Passive Walk of the Compass-Type Bipedal Robot
  34. LMI-based synthesis of a robust saturated controller for an underactuated mechanical system subject to motion constraints
  35. Occasional stabilisation of limit cycle walking and control of chaos in the passive dynamics of the compass-gait biped model
  36. Occasional stabilisation of limit cycle walking and control of chaos in the passive dynamics of the compass-gait biped model
  37. Control of the Passive Dynamic Gait of the Bipedal Compass-Type Robot Through Trajectory Tracking
  38. Walking Stabilization of the Passive Bipedal Compass robot using a Second Explicit Expression of the Controlled Poincaré Map
  39. Control of the Passive-Dynamic Locomotion of the Compass-Gait Biped Robot
  40. Trajectory Design and Tracking-Based Control of the Passive Compass Biped
  41. On LMI conditions to design robust static output feedback controller for continuous-time linear systems subject to norm-bounded uncertainties
  42. An Enhanced Poincaré Map Expression for the Passive Dynamic Walking of the Compass-Gait Biped Robot
  43. Stabilization of the Passive Biped Dynamic Locomotion Using the Controlled Poincaré Map
  44. Stabilization of the passive walking dynamics of the compass-gait biped robot by developing the analytical expression of the controlled Poincaré map
  45. Erratum to: “Design of an explicit expression of the Poincaré map for the passive dynamic walking of the compass-gait biped model”
  46. An LMI-based design of a robust state-feedback control for the master-slave tracking of an impact mechanical oscillator with double-side rigid constraints and subject to bounded-parametric uncertainty
  47. LMI-Based Robust Stabilization of a Class of Input-Constrained Uncertain Nonlinear Systems with Application to a Helicopter Model
  48. Design of an explicit expression of the Poincaré map for the passive dynamic walking of the compass-gait biped model
  49. Robust Static Output Feedback Stabilization of Continuous-Time Linear Systems via Enhanced LMI Conditions
  50. Robust Position Control of a Two-Sided 1-DoF Impacting Mechanical Oscillator Subject to an External Persistent Disturbance by Means of a State-Feedback Controller
  51. Robust master-slave synchronization of chaos in a one-sided 1-DoF impact mechanical oscillator subject to parametric uncertainties and disturbances
  52. Poincaré maps design for the stabilization of limit cycles in non-autonomous nonlinear systems via time-piecewise-constant feedback controllers with application to the chaotic Duffing oscillator
  53. An Explicit Analytical Expression of the Poincaré Map for Analyzing Passive Dynamic Walking of the Compass-Gait Biped Model
  54. LMI-Based Robust Position Control of an Impacting Oscillator with Double-Side Asymmetric Rigid Constraints
  55. LMI-based Design of Robust Static Output Feedback Controller for Uncertain Linear Continuous Systems
  56. Static Output Feedback Control of Discrete-Time Linear Systems: Background Results and New LMI Conditions
  57. Robust feedback control of the underactuated Inertia Wheel Inverted Pendulum under parametric uncertainties and subject to external disturbances: LMI formulation
  58. Diversity in the nonlinear dynamic behavior of a one-degree-of-freedom impact mechanical oscillator under OGY-based state-feedback control law: Order, chaos and exhibition of the border-collision bifurcation
  59. New LMI Conditions for Static Output Feedback Control of Continuous-Time Linear Systems with Parametric Uncertainties
  60. Walking dynamics of the passive compass-gait model under OGY-based state-feedback control: Rise of the Neimark–Sacker bifurcation
  61. A linear matrix inequality approach for the position control of a double-side impact mechanical oscillator via a state feedback law
  62. LMI-Based Design of State Feedback Controller for Lipschitzian Nonlinear Systems
  63. Robust Control of a Robotic Manipulator Using LMI-Based High-Gain State and Disturbance Observers
  64. Robust Feedback Control of a Mechanical System Under Double-Side Constraints Using LMIs and Ellipsoidal Sets
  65. Robust observer-based stabilization of linear systems with parametric uncertainties: Comparisons and suggested improvements
  66. State-feedback control via LMI approach of a 1-DOF disturbed impacting mechanical oscillator under double-side rigid constraints
  67. Complex walking behaviours, chaos and bifurcations of a simple passive compass-gait biped model suffering from leg length asymmetry
  68. Complex walking behaviours, chaos and bifurcations of a simple passive compass-gait biped model suffering from leg length asymmetry
  69. From Hopf Bifurcation to Limit Cycles Control in Underactuated Mechanical Systems
  70. Walking dynamics of the passive compass-gait model under OGY-based control: Emergence of bifurcations and chaos
  71. Self-generated limit cycle tracking of the underactuated inertia wheel inverted pendulum under IDA-PBC
  72. Walking dynamics of the passive compass-gait model under OGY-based state-feedback control: Analysis of local bifurcations via the hybrid Poincaré map
  73. Displayed phenomena in the semi-passive torso-driven biped model under OGY-based control method: Birth of a torus bifurcation
  74. Computation of the Lyapunov exponents in the compass-gait model under OGY control via a hybrid Poincaré map
  75. Bifurcations and chaos in the semi-passive bipedal dynamic walking model under a modified OGY-based control approach
  76. Master-slave controlled synchronization to control chaos in an impact mechanical oscillator
  77. Chaos Control of an Impact Mechanical Oscillator Based on the OGY Method
  78. Further Investigation of the Period-Three Route to Chaos in the Passive Compass-Gait Biped Model
  79. OGY-based control of chaos in semi-passive dynamic walking of a torso-driven biped robot
  80. Chaos control in passive walking dynamics of a compass-gait model
  81. Period-three route to chaos induced by a cyclic-fold bifurcation in passive dynamic walking of a compass-gait biped robot
  82. CYCLIC-FOLD BIFURCATION AND BOUNDARY CRISIS IN DYNAMIC WALKING OF BIPED ROBOTS
  83. INTERMITTENCY AND INTERIOR CRISIS AS ROUTE TO CHAOS IN DYNAMIC WALKING OF TWO BIPED ROBOTS
  84. A Further Analysis of the Passive Compass-Gait Bipedal Robot and Its Period-Doubling Route to Chaos
  85. Cyclic-fold bifurcation in passive bipedal walking of a compass-gait biped robot with leg length discrepancy
  86. A period-three passive gait tracking control for bipedal walking of a compass-gait biped robot
  87. Semi-passive control of a torso-driven compass-gait biped robot: bifurcation and chaos