Saeed Balochian

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1 School of Computer Science and Technology, Nanjing Normal University, Nanjing, Jiangsu 210023, China 2Department of Mathematics, Anand International College of Engineering, Near Kanota, Agra Road, Jaipur 303012, India 3 Ambedkar Institute of Advanced Communication Technologies and Research, New Delhi, India 4Department of Electrical Engineering, Islamic(More)
This paper presents the stabilization problem of a linear time invariant fractional order (LTI-FO) switched system with order 1<q<2 by a single Lyapunov function whose derivative is negative and bounded by a quadratic function within the activation regions of each subsystem. The switching law is extracted based on the variable structure control with a(More)
1 School of Computer Science and Technology, Nanjing Normal University, Nanjing, Jiangsu 210023, China 2Department of Mathematics, Anand International College of Engineering, Agra Road, Near Bassi, Jaipur, Rajasthan 303012, India 3 Ambedkar Institute of Advanced Communication Technologies and Research, Government of NCT of Delhi, Geeta Colony, Delhi 110031,(More)
In this paper, the execution of some features based on wavelet transform are evaluated through classification of audio to speech and music using the MLP classifiers Optimized by Genetic Algorithm. Classification results show the wavelet features are completely successful in speech/music classification. Experimental comparisons using different wavelets are(More)
Soft computing (SC) obtains inexact solutions to computa-tionally hard tasks such as the NP-complete problems, for which there is no known algorithm that can obtain an exact solution in polynomial time. SC differs from conventional hard computing (HC) in that SC is tolerant of imprecision, uncertainty, partial truth, and approximation. Recently, SC has(More)
In this paper, sliding mode control is utilized for stabilization of a particular class of polytopic differential inclusion systems with fractional-order-0&#38;#60;q&#38;#60;1. By defining a sliding surface with fractional integral formula, exploiting the concept of the norm of the state space, and obtaining sufficient conditions for stability of the(More)
In this paper, a sliding mode control law is designed for stabilization of specific class of linear systems of fractional order despite of multi delays in the state system. A fractional order sliding surface is proposed, and using the variable structure control theorem, control law is introduced. A numerical simulation is given to show the effectiveness of(More)
In this paper, sliding mode control is utilized for stabilization of a particular class of nonlinear polytopic differential inclusion systems with fractional-order-0 < q < 1. This class of fractional order differential inclusion systems is used to model physical chaotic fractional order Chen and Lu systems. By defining a sliding surface with fractional(More)