Jay P. Singh

发表

Secure Communication Using a New Hyperchaotic System with Hidden Attractors

Binoy Krishna Roy, Jay P. Singh, Kshetrimayum Lochan, 2019, Control Instrumentation Systems.

A Novel Simple 4-D Hyperchaotic System with a Saddle-Point Index-2 Equilibrium Point and Multistability: Design and FPGA-Based Applications

Karthikeyan Rajagopal, Binoy Krishna Roy, Murat Tuna, 2020, Circuits, Systems, and Signal Processing.

Design of a Composite Control in Two-Time Scale Using Nonlinear Disturbance Observer-Based SMC and Backstepping Control of a Two-Link Flexible Manipulator

Bidyadhar Subudhi, Binoy Krishna Roy, Jay P. Singh, 2019 .

Chaotic Path Planning for a Two-Link Flexible Robot Manipulator Using a Composite Control Technique

Bidyadhar Subudhi, Binoy Krishna Roy, Jay P. Singh, 2019 .

Synchronisation Between Two Uncertain Highly Complex Hyperchaotic Systems in the Occurrence of Unmatched Disturbances Using Disturbance Observer-Based Adaptive SMC

Binoy Krishna Roy, Jay P. Singh, Kshetrimayum Lochan, 2020 .

A new four-dimensional hyperjerk system with stable equilibrium point, circuit implementation, and its synchronization by using an adaptive integrator backstepping control

Fuad E. Alsaadi, Binoy Krishna Roy, Tasawar Hayat, 2018, Chinese Physics B.

Tracking Control and Deflection Suppression of an AMM Modelled TLFM Using Backstepping Based Adaptive SMC Technique

Binoy Krishna Roy, Jay P. Singh, Kshetrimayum Lochan, 2020 .

Dissipative and conservative chaotic nature of a new quasi-periodically forced oscillator with megastability

Binoy Krishna Roy, Karthikeyan Rajagopal, Jay P. Singh, 2019, Chinese Journal of Physics.

The simplest 4-D chaotic system with line of equilibria, chaotic 2-torus and 3-torus behaviour

Binoy Krishna Roy, Jay P. Singh, J. P. Singh, 2017 .

Five new 4-D autonomous conservative chaotic systems with various type of non-hyperbolic and lines of equilibria

Binoy Krishna Roy, Jay P. Singh, J. P. Singh, 2018, Chaos, Solitons & Fractals.

A Novel hyperchaotic System with Stable and Unstable Line of Equilibria and Sigma Shaped Poincare Map

Binoy Krishna Roy, Jay P. Singh, J. P. Singh, 2016 .

Multistability and hidden chaotic attractors in a new simple 4-D chaotic system with chaotic 2-torus behaviour

Binoy Krishna Roy, Jay P. Singh, J. P. Singh, 2018 .

New family of 4-D hyperchaotic and chaotic systems with quadric surfaces of equilibria

Binoy Krishna Roy, Sajad Jafari, Jay P. Singh, 2018 .

A new 5D hyperchaotic system with stable equilibrium point, transient chaotic behaviour and its fractional-order form

Binoy Krishna Roy, Karthikeyan Rajagopal, Jay P. Singh, 2018, Pramana.

Crisis and inverse crisis route to chaos in a new 3-D chaotic system with saddle, saddle foci and stable node foci nature of equilibria

Binoy Krishna Roy, Jay P. Singh, J. P. Singh, 2016 .

Coexistence of asymmetric hidden chaotic attractors in a new simple 4-D chaotic system with curve of equilibria

Binoy Krishna Roy, Jay P. Singh, J. P. Singh, 2017 .

Coexistence of single- and multi-scroll chaotic orbits in a single-link flexible joint robot manipulator with stable spiral and index-4 spiral repellor types of equilibria

Nikolay V. Kuznetsov, Binoy Krishna Roy, Jay P. Singh, 2017 .

A new four-dimensional chaotic system with first Lyapunov exponent of about 22, hyperbolic curve and circular paraboloid types of equilibria and its switching synchronization by an adaptive global integral sliding mode control*

Binoy Krishna Roy, Zhouchao Wei, Jay P. Singh, 2018 .

Fractional-order memristor-based chaotic jerk system with no equilibrium point and its fractional-order backstepping control

Binoy Krishna Roy, Jay P. Singh, Pankaj Prakash, 2018 .

Fractional-order memristor-based chaotic system with a stable equilibrium point, its fractional-order PI-based sliding mode control and switching synchronisation

Binoy Krishna Roy, Jay P. Singh, Pankaj Prakash, 2019, Pramana.