Search Results - "Petković, Marko"

Gradient neural network model for the system of two linear matrix equations and applications by Dakić, Jelena, Petković, Marko D.

“…In this paper, the new type of Gradient Neural Network (GNN) model is proposed for the following linear system of matrix equations: AX=C,XB=D. The convergence…”
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Modified simple equation method for nonlinear evolution equations by Mohamad Jawad, Anwar Ja’afar, Petković, Marko D., Biswas, Anjan

“…This paper reflects the implementation of a reliable technique which is called modified simple equation method (MSEM) for solving evolution equations. The…”
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Nonlinear vibrations of a coupled beam-arch bridge system by Stojanović, Vladimir, Petković, Marko D., Milić, Dunja

“…A characteristic engineering example of the model presented in this paper, which consists of a viscoelastically and nonlinearly coupled beam-arch system, can…”
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Stability and vibrations of an overcritical speed moving multiple discrete oscillators along an infinite continuous structure by Stojanović, Vladimir, Petković, Marko D., Deng, Jian

“…This study investigates the stability problem of multiple oscillators moving uniformly along a shear-deformable beam resting on a viscoelastic foundation. The…”
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Dynamic instability and critical velocity of a mass moving uniformly along a stabilized infinity beam by Stojanović, Vladimir, Kozić, Predrag, Petković, Marko D.

“…The paper considers two problems of dynamic instability. The first problem is a constant vertical force moving along an axially compressed infinite rail…”
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Gradient neural dynamics for solving matrix equations and their applications by Stanimirović, Predrag S., Petković, Marko D.

“…We are concerned with the solution of the matrix equation AXB=D in real time by means of the gradient based neural network (GNN) model, called GNN(A, B, D)…”
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Dynamics of moving coupled objects with stabilizers and unconventional couplings by Stojanović, Vladimir, Deng, Jian, Milić, Dunja, Petković, Marko D.

“…•Dynamics and stability of coupled bogies with specific couplings and stabilizers are analyzed.•Complexly modeled flexibly supported infinite coupled…”
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Dynamic stability of vibrations and critical velocity of a complex bogie system moving on a flexibly supported infinity track by Stojanovic, Vladimir, Petkovic, Marko D

“…The paper studies vibrations of a complex bogie system moving along a high order shear deformable beam on a viscoelastic foundation. The complex bogie system…”
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Non-stability of a bogie moving along a specific infinite complex flexibly beam-layer structure by Stojanović, Vladimir, Deng, Jian, Petković, Marko D., Milić, Dunja

“…•The improved Principle of Argument and D-decomposition method is used.•New complexly modeled flexibly supported infinite coupled beam-layer system is…”
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Nonlinear dynamic analysis of damaged Reddy–Bickford beams supported on an elastic Pasternak foundation by Stojanovic, Vladimir, Petkovic, Marko D

“…Geometrically nonlinear free and forced vibrations of damaged high order shear deformable beams resting on a nonlinear Pasternak foundation are investigated in…”
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Dynamic stability of the sandwich nano-beam system by Milić, Dunja, Deng, Jian, Stojanović, Vladimir, Petković, Marko D.

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Stability of parametric vibrations of an isolated symmetric cross-ply laminated plate by Stojanović, Vladimir, Petković, Marko D., Deng, Jian

“…The stochastic stability of parametric vibrations of an isolated symmetric cross-ply laminated plate system is investigated in this paper. The mechanical model…”
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Zeroing neural network based on the equation AXA = A by Petković, Marko D., Stanimirović, Predrag S.

“…According to available scientific research, there is no information that Zeroing Neural Network (ZNN) models for calculating the matrix inverse and generalized…”
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Stability of vibrations of a moving railway vehicle along an infinite complex three-part viscoelastic beam/foundation system by Stojanović, Vladimir, Petković, Marko D., Deng, Jian

“…•New stability zones for a moving railway vehicle system are presented.•The d-decomposition method and principle of argument are used in stability…”
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Gradient Neural Network with Nonlinear Activation for Computing Inner Inverses and the Drazin Inverse by Stanimirović, Predrag S., Petković, Marko D., Gerontitis, Dimitrios

“…Two gradient-based recurrent neural networks (GNNs) for solving two matrix equations are presented and investigated. These GNNs can be used for generating…”
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Modified discrete iterations for computing the inverse and pseudoinverse of the time-varying matrix by Petković, Marko D., Stanimirović, Predrag S., Katsikis, Vasilios N.

“…The general discretization scheme for transforming continuous-time ZNN models for matrix inversion and pseudoinversion into corresponding discrete-time…”
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Structures with varying discontinuities and curvatures: A dynamic analysis approach by the p-version finite element method by Stojanović, Vladimir, Deng, Jian, Milić, Dunja, Petković, Marko D.

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MDOF stochastic stability analysis and applications to a coupled rotating shaft system by Stojanović, Vladimir, Deng, Jian, Milić, Dunja, Petković, Marko D.

“…Stochastic stability analysis and generalization of moment Lyapunov exponents of multi-degree-of-freedom (MDOF) systems under white noise excitation were…”
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Generalized Schultz iterative methods for the computation of outer inverses by Petkovic, Marko D

“…We consider a general matrix iterative method of the type Xk+1=Xkp(AXk) for computing an outer inverse AR(G),N(G)(2), for given matrices A∈Cm×n and G∈Cn×m such…”
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Oscillation criteria for a second order half-linear differential equation with delay, with monotone nondecreasing delay function by Bojičić, Radica, Petković, Marko D.

“…Oscillation theory of different types of the differential equations is widely used today not only in mathematical disciplines, but also in almost all technical…”
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