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HARISH K. PILLAI
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Name
Affiliation
Papers
HARISH K. PILLAI
Department of Electrical Engineering, Indian Institute of Bombay, Mumbai, 400076, India
31
Collaborators
Citations
PageRank
28
90
20.79
Referers
Referees
References
103
182
125
Search Limit
100
182
Publications (31 rows)
Collaborators (28 rows)
Referers (100 rows)
Referees (100 rows)
Title
Citations
PageRank
Year
Comparison Between Different Notions of Stability for Laurent Systems
0
0.34
2021
Behavior of ${n}$ Infinite Chains of Kinematic Points with the Immediate-Neighbors Interaction Dynamics
1
0.39
2020
ℓ: The cases of infinite dimensional discrete autonomous systems and 2-D autonomous systems.
1
0.39
2017
ℓ∞-stability analysis of discrete autonomous systems described by Laurent polynomial matrix operators.
3
0.60
2016
Multidimensional behaviors: The state-space paradigm.
1
0.37
2016
Algorithms for the theory of restrictions of scalar \(n\) -D systems to proper subspaces of \(\mathbb {R}^n\).
1
0.44
2015
Computation of feedback control for time optimal state transfer using Groebner basis
4
0.48
2015
On The Matching Equations Of Energy Shaping Controllers For Mechanical Systems
0
0.34
2015
Characterization of solutions of non-symmetric algebraic Riccati equations
0
0.34
2015
On the number of special feedback configurations in linear modular systems.
0
0.34
2014
Complete characterization of the set of Lyapunov functions for the autonomous system ẋ=-x.
0
0.34
2014
Weight Spectrum of Codes Associated With the Grassmannian $G(3,7)$
6
0.57
2013
Novel representation formulae for discrete 2D autonomous systems
2
0.48
2013
Reorientation of linear switched systems using state feedback
0
0.34
2013
Computing the radius of controllability for state space systems.
4
0.54
2012
On Multisequences and their extensions
2
0.39
2012
On the Number of Linear Feedback Shift Registers With a Special Structure
8
0.83
2012
Lyapunov Stability Of N-D Strongly Autonomous Systems
0
0.34
2011
On restrictions of n-d systems to 1-d subspaces
3
0.56
2011
Higher weights of Grassmann codes in terms of properties of Schubert unions
0
0.34
2011
An intrinsic behavioural approach to the double time axis paradox
0
0.34
2009
A Parametrisation For Dissipative Behaviours-The Matrix Case
3
0.70
2009
Reorienting linear complementarity systems using feedback
0
0.34
2009
An Intrinsic Behavioural Approach to the Gap Metric
1
0.40
2008
A search for positive storage functions
0
0.34
2008
Systems with sector bound nonlinearities: A behavioral approach
3
0.52
2008
Decomposable subspaces, linear sections of Grassmann varieties, and higher weights of Grassmann codes
20
1.95
2007
Poles and Zeros --- Examples of the Behavioral Approach Applied to Discrete Linear Repetitive Processes
0
0.34
2006
A parametrization for dissipative behaviors
5
0.70
2004
On Duality of Behavioural Systems
0
0.34
2002
Lossless and Dissipative Distributed Systems
22
6.10
2002
1