Dr. D. Volchenkov is an Associate Professor in the Department of Mathematics and Statistics, Texas Tech University, Lubbock, Texas, USA. Dr.  Albert C. J. Luo is a Distinguished Research Professor at the Southern Illinois University Edwardsville, in Edwardsville, IL, USA.

• 1. Offset boosting regulated multistablity.-  2. A further analysis of the passive compass-gait bipedal robot and its period-doubling route to chaos.- 3.Hidden attractors of jerk equation based dynamical systems.- 4. Analysis of a Hyperchaotic System with a Hyperbolic Sinusoidal Nonlinearity and Its Application to Area Exploration Using Multiple Autonomous Robots.- 5. 3D Nonlinear Flow-induced Vibration model of Tubing Strings in High-Pressure, High-Temperature and High-Yield Curved Gas Wells.- 6. From Radiation and Space Exploration to The Fractional Calculus.- 7. Design of a Multi-System Chaotic Path Planner for an Autonomous Mobile Robo.- 8. Double-Frequency Jitter influence on synchronous states of time-delayed oscillators networks.- 9. Hölder Continuous Fractal Interpolation Functions.- 10.Solvability In The Sense Of Sequences for Some Non-Fredholm operators Related To The Double Scale Anomalous Diffusion In Higher Dimensions.- 11.Uncertainty in Epidemic Models Based on a Three-sided Coin.- 12.The energy of trees with diameter five under given conditions.

Dr. D. Volchenkov is an Associate Professor in the Department of Mathematics and Statistics, Texas Tech University, Lubbock, Texas, USA. Dr.  Albert C. J. Luo is a Distinguished Research Professor at the Southern Illinois University Edwardsville, in Edwardsville, IL, USA.

• 1. Offset boosting regulated multistablity.-  2. A further analysis of the passive compass-gait bipedal robot and its period-doubling route to chaos.- 3.Hidden attractors of jerk equation based dynamical systems.- 4. Analysis of a Hyperchaotic System with a Hyperbolic Sinusoidal Nonlinearity and Its Application to Area Exploration Using Multiple Autonomous Robots.- 5. 3D Nonlinear Flow-induced Vibration model of Tubing Strings in High-Pressure, High-Temperature and High-Yield Curved Gas Wells.- 6. From Radiation and Space Exploration to The Fractional Calculus.- 7. Design of a Multi-System Chaotic Path Planner for an Autonomous Mobile Robo.- 8. Double-Frequency Jitter influence on synchronous states of time-delayed oscillators networks.- 9. Hölder Continuous Fractal Interpolation Functions.- 10.Solvability In The Sense Of Sequences for Some Non-Fredholm operators Related To The Double Scale Anomalous Diffusion In Higher Dimensions.- 11.Uncertainty in Epidemic Models Based on a Three-sided Coin.- 12.The energy of trees with diameter five under given conditions.

Dr. D. Volchenkov is an Associate Professor in the Department of Mathematics and Statistics, Texas Tech University, Lubbock, Texas, USA. Dr.  Albert C. J. Luo is a Distinguished Research Professor at the Southern Illinois University Edwardsville, in Edwardsville, IL, USA.

• 1. Offset boosting regulated multistablity.-  2. A further analysis of the passive compass-gait bipedal robot and its period-doubling route to chaos.- 3.Hidden attractors of jerk equation based dynamical systems.- 4. Analysis of a Hyperchaotic System with a Hyperbolic Sinusoidal Nonlinearity and Its Application to Area Exploration Using Multiple Autonomous Robots.- 5. 3D Nonlinear Flow-induced Vibration model of Tubing Strings in High-Pressure, High-Temperature and High-Yield Curved Gas Wells.- 6. From Radiation and Space Exploration to The Fractional Calculus.- 7. Design of a Multi-System Chaotic Path Planner for an Autonomous Mobile Robo.- 8. Double-Frequency Jitter influence on synchronous states of time-delayed oscillators networks.- 9. Hölder Continuous Fractal Interpolation Functions.- 10.Solvability In The Sense Of Sequences for Some Non-Fredholm operators Related To The Double Scale Anomalous Diffusion In Higher Dimensions.- 11.Uncertainty in Epidemic Models Based on a Three-sided Coin.- 12.The energy of trees with diameter five under given conditions.