**2019**

- Universal transition to inactivity in global mixed coupling, Kiran Yadav, Neeraj K Kamal,
**Manish D Shrimali**,**Physics Letters A**, in press (2019). - Dynamics of nonlinear oscillator with transient feedback, Shiva Dixit, Amit Sharma, Awadhesh Prasad, and
**Manish D Shrimali**,**International Journal of Dynamics and Control**, in press (2019). - Suppression and Revival of Oscillations through Time-varying Interaction, S S Chaurasia, A Choudhary,
**Manish D Shrimali**, and S Sinha**Chaos, Solitons and Fractals**,**118**, 249 (2019).

**2018**

- Targeting periodic solutions of chaotic systems, V Varshney, P R sharma,
**Manish D Shrimali**, B Biswal, A Prasad,**International Journal of Nonlinear Science**,**26**, 13 (2018). - Control of coexisting attractors via temporal feedback, Kiran Yadav, Awadhesh Prasad,
**Manish D Shrimali**,**Physics Letters A**,**382**, 2127 (2018). - First order transition to oscillation death through an environment, Umesh Kumar Verma, Amit Sharma, Neeraj Kumar, Kamal,
**Manish D Shrimali**,**Physics Letters A**,**382**, 2122 (2018). - Co-existence of in-phase oscillations and oscillation death in environmentally coupled limit cycle oscillators, Umesh Kumar Verma, Neeraj Kumar Kamal,
**Manish D Shrimali**,**Chaos, Solitons and Fractals**,**110**, 55 (2018). - Finite-time Lyapunov dimension and hidden attractor of the Rabinovich system, NV Kuznetsov, GA Leonov, TN Mokaev, A Prasad,
**Manish D Shrimali**,**Nonlinear Dyn**,**92,**267 - Shadowing in Hidden Attractors, N. K. Kamal, V. Varshney,
**M. D. Shrimali**, A. Prasad, N. V. Kuznetsov, and G. A. Leonov,**Nonlinear Dyn**,**91,**2429 (2018). - Phase-flip in relay oscillators via linear augmentation, Umeshkanta Singh Thounaojam and
**Manish D Shrimali**,**Chaos, Solitons and Fractals**,**107**, 5 (2018). - Existence and control of Hidden oscillations in a memristive autonomous Duffing oscillator, V Varshney, S Sabarathinam, K Thamilmaran,
**Manish D Shrimali**, and A Prasad,**Nonlinear Dynamical Systems with Self-Excited and Hidden Attractors**,**Springer**, - Revival of oscillations via common environment, Manish Yadav, Amit Sharma,
**Manish D Shrimali**, and Sudeshna Sinha,**Nonlinear Dyn**,**91,**2219 (2018).

**2017**

- Dynamics of nonlinear oscillators with time varying conjugate coupling, Kiran Yadav, Amit Sharma, and
**Manish****D Shrimali**,**Indian Academy of Sciences Conference Series**,**1(1)**, 157 (2017). - Explosive death induced by mean–field diffusion in identical oscillators, U K Verma, A Sharma, N K Kamal, J Kurths, and
**Manish D Shrimali**,**Scientific Reports**,**7**, 7936 (2017). - Time-delayed conjugate coupling in dynamical systems, Amit Sharma,
**Manish D Shrimali**, Awadhesh Prasad and Ram Ramaswamy,**Eur. Phys. J. Special Topics**,**226**, 1903 (2017). - Intermittent feedback induces attractor selection, Kiran Yadav, Neeraj K Kamal,
**Manish D Shrimali**,**Physical Review E**,**95**, 042215 (2017).

**2016**

- Phase-flip and oscillation quenching states transitions through environmental diffusive coupling, Amit Sharma, Umesh Kumar Verma, and
**Manish D Shrimali**,**Physical Review E**,**94**, 062218 (2016). - Suppression and revival of oscillation in indirectly coupled limit cycle oscillators, Pooja R Sharma, Neeraj K Kamal, Umesh Verma, K Suresh, K Thamilmaran,
**Manish D Shrimali**,**Physics Letters A**,**380**, 3178 (2016). - Phase switching in relaying Hindmarsh-Rose neurons, Umeashkanta S. Thounaojam, Pooja R Sharma, and
**Manish D Shrimali**,**Eur. Phys. J. Special Topics**,**225**, 17 (2016).

**2015**

- Oscillations suppression in indirectly coupled oscillators, Neeraj K Kamal, Pooja R Sharma, and
**Manish D Shrimali**,**Physical Review E**,**92**, 022928 (2015). - Control of multistability in Hidden Attractors, Pooja R. Sharma,
**Manish D Shrimali**, Awadhesh Prasad, Nikolay V. Kuznetsov, Gennady A. Leonov,**Eur. Phys. J. Special Topics**,**224**, 1485 (2015). - Controlling Dynamics of Hidden Attractors, Pooja R. Sharma,
**Manish D Shrimali**, A. Prasad, N. V. Kuznetsov, and G. A. Leonov,**International Journal of Bifurcation and Chaos**,**25**, 1550061 (2015). - Suppression of oscillations in mean-field diffusion, Neeraj K Kamal, Pooja R. Sharma, and
**Manish D Shrimali**,**Pramana**– Journal of Physics,**84**, 237, (2015).

**2014**

- Effect of mixed coupling on relay coupled Rössler and Lorenz oscillators, Amit Sharma,
**Manish D Shrimali**, and K. Aihara,**Physical Review E**,**90**, 062907 (2014). - Experimental Evidence for Amplitude Death Induced By Time-Varying Interaction, K. Suresh,
**Manish D Shrimali**, A. Prasad and K. Thamilmaran,**Physics Letters A**, 378, 2845 (2014). - Controlling dynamical behavior of drive-response system through linear augmentation, Pooja R. Sharma, A. Singh, A. Prasad, and
**Manish D Shrimali**,**Eur. Phys. J. Special Topics**,**223**, 1531 (2014). - Effect of parameter mismatch and time delay interaction on density induced amplitude-death in coupled nonlinear oscillators, Amit Sharma, K. Suresh, K. Thamilmaran, A. Prasad, and
**Manish D Shrimali**,**Nonlinear Dyn**,**76**, 1797 (2014). - Realizing Logic Gates with Time-delayed Synthetic Genetic Networks, Amit Sharma, V. Kohar,
**Manish D Shrimali**, and S. Sinha,**Nonlinear Dyn**,**76**, 431 (2014).

**2013**

- Controlling bistability by linear augmentation, Pooja R. Sharma,
**Manish D Shrimali**, A. Prasad, and U. Feudel,**Physics Letters A**,**377**, 2329 (2013). - Delayed q-deformed logistic map,
**Manish D Shrimali**and S. Banerjee,**Commun Nonlinear Sci Numer Simulat**,**18**, 3126, (2013). - Bio-inspired computation using synthetic genetic network, Pooja R. Sharma, P. Somani, and
**Manish D Shrimali**,**Physics Letters A**,**377**, 367 (2013).

**2012**

- Phase-flip transition in nonlinear oscillators coupled by dynamic environment, Amit Sharma,
**Manish D Shrimali**, and S. K. Dana,**Chaos**: An Interdisciplinary Journal of Nonlinear Science,**22**, 023147 (2012). - Amplitude death with mean field diffusion, Amit Sharma and
**Manish D Shrimali**,**Physical Review E**,**85**, 057204 (2012). - Amplitude-death in nonlinear oscillators with indirect coupling, Amit Sharma, Pooja R. Sharma, and
**Manish D Shrimali**,**Physics Letters A**,**376**, 1562 (2012). - Experimental realization of mixed–synchronization in counter–rotating coupled oscillators, Amit Sharma and
**Manish D Shrimali**,**Nonlinear Dyn**,**69**, 371 (2012).

**2011**

- Synchronization of indirectly coupled Lorenz oscillators: An experimental study, Amit Sharma and
**Manish D Shrimali**,**Pramana**– Journal of Physics,**77**, 881 (2011). - Computing with coupled chaotic neuronal maps, Pooja R. Sharma and
**Manish D Shrimali**,**International Journal of Unconventional Computing**,**7**, 115 (2011). - Phase-flip transition in relay-coupled nonlinear oscillators, Amit Sharma,
**Manish D Shrimali**, A. Prasad, R. Ramaswamy, and U. Feudel,**Physical Review E**,**84**, 016226 (2011). - Targeting fixed-point solutions in nonlinear oscillator through linear augmentation, Pooja R. Sharma, Amit Sharma,
**Manish D Shrimali**, and A. Prasad,**Physical Review E**,**83**, 067201 (2011).

**2010**

- Under what kind of parametric fluctuations is spatiotemporal regularity the most robust?,
**Manish D Shrimali**, S. Poria, and S. Sinha,**Pramana**– Journal of Physics,**74**, 895 (2010). - Delay coupled discrete maps: synchronization, bistability, and quasiperiodicity,
**Manish D Shrimali**, A. Prasad, R Saran and R. Ramaswamy,**Physics Letters A**,**374**, 2636 (2010). - Properties of threshold coupled chaotic neuronal maps,
**Manish D Shrimali**,**Proceedings in Information and Communications Technology, Springer**, PICT 2, pp. 90 (2010).

**2009**

- Pinning control of threshold coupled chaotic neuronal maps,
**Manish D Shrimali**,**Chaos**: An Interdisciplinary Journal of Nonlinear Science,**19**, 033105 (2009), Also selected for the**Virtual Journal of Biological Physics Research**. - Chaotic neurons with random threshold coupling,
**Manish D Shrimali**, in**Nonlinear Dynamics**, Eds. M. Daniel, S. Rajasekar, pp. 389 (2009).

**2008**

- Asynchronous updating of threshold coupled chaotic neurons,
**Manish D Shrimali**, S. Sinha and K. Aihara,**Pramana**– Journal of Physics,**70**, 1127 (2008). - Enhancement of spatiotemporal regularity in an optimal window of random coupling, S. Poria,
**Manish D Shrimali**, and S. Sinha,**Physical Review E**(Rapid Communication),**78**, 035201 (2008). - The nature of attractor basins in multistable systems,
**Manish D Shrimali**, A. Prasad, R. Ramaswamy, and U. Feudel,**International Journal of Bifurcation and Chaos**,**18**, 1675 (2008). - Threshold activated control of chaotic neural network, G. G. He,
**Manish D Shrimali**and K. Aihara,**Neural Networks**,**21**, 114 (2008).

**2007**

- Partial state feedback control of chaotic neural network and its application, G. G. He,
**Manish D Shrimali**and K. Aihara,**Physics Letters A**,**371**, 228 (2007). - Asynchronous Updating induces Order in Threshold Coupled Systems,
**Manish D Shrimali**, S. Sinha, and K. Aihara,**Physical Review E**,**76**, 046212 (2007). - Chaos control in a neural network under threshold activated coupling, G. G. He,
**Manish D Shrimali**and K. Aihara, Proceedings of IJCNN,**IEEE**, pp. 350 (2007). - Targeting spatio-temporal patterns in chaotic neural network,
**Manish D Shrimali**, G. G. He and K. Aihara,**Lecturer Notes in Operations Research**, OSB’07, pp. 60 (2007). - Control and synchronization of chaotic neurons under threshold activated coupling,
**Manish D Shrimali**, G. G. He, S. Sinha, and K. Aihara,**Lecture Notes in Computer Science**,**4668**, pp. 954 (2007).

**2000 – 2005**

- Complete and Partial Synchronization of quasiperiodically forced maps,
**Manish D Shrimali**and R. Ramaswamy,**Proc. Indian National Science Academy**,**71A**, 85 (2005). - Basin bifurcation in quasiperiodically forced coupled systems,
**Manish D Shrimali**, A. Prasad, R. Ramaswamy, and U. Feudel,**Physical Review E**,**72**, 036215 (2005). - Phase Ordering at Crises,
**Manish D Shrimali**and R. Ramaswamy,**Physics Letters A**,**295**, 273 (2002). - Lyapunov exponents at phase transitions in finite systems,
**Manish D Shrimali**, R. Ramaswamy, and N. Chatterjee, in**Nonlinear Dynamics**, Eds. V Srinivasan, A K Kapoor and P N Panigrahi, pp. 93 (2000).