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Two-dimensional linear systems

On the Kneser Type Solutions for Two Dimensional Linear Differential Systems with Deviating Arguments

On the Kneser Type Solutions for Two Dimensional Linear Differential Systems with Deviating Arguments

... Existence and uniqueness of solutions of these types were obtained in [4, 6, 7]. Note that in the case of delay differential equations (τ(t) ≤ t) with the zero initial function ϕ, the space of solutions is ...

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Face Recognition Systems Using Relevance Weighted Two Dimensional Linear Discriminant Analysis Algorithm

Face Recognition Systems Using Relevance Weighted Two Dimensional Linear Discriminant Analysis Algorithm

... tion systems. Most of traditional linear discriminant analysis (LDA)-based methods suffer from the disadvantage that their optimality criteria are not directly related to the classification ability of the ...

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Relationships Among Various Definitions of Two-Dimensional Quaternion Linear Canonical Transforms

Relationships Among Various Definitions of Two-Dimensional Quaternion Linear Canonical Transforms

... [21] D. Wei, Q. Ren, and Y. Li, “A Convolution and Correlation Theorem for the Linear Canonical Transform and its Application,” Circuits, Systems and Signal Processing, vol. 31, no. 1, pp. 301–312, 2012. ...

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An Overcomplete Signal Basis Approach to Nonlinear Time-Tone Analysis with Application to Audio and Speech Processing

An Overcomplete Signal Basis Approach to Nonlinear Time-Tone Analysis with Application to Audio and Speech Processing

... the two pure tones which give rise to it are linearly dependent, the ear considers them to be indepen- dent as tone ...A linear time-frequency representation of acoustic data is unable to model these ...

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A Modified Stability Analysis of Two Dimensional Linear Time Invariant Discrete Systems within the Unity Shifted Unit Circle

A Modified Stability Analysis of Two Dimensional Linear Time Invariant Discrete Systems within the Unity Shifted Unit Circle

... tion two matrices were formed like H = X + Y and H = X − Y then the inner determinants were determined, but in the proposed method necessary condition is checked as per Jury method and for checking the sufficient ...

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Approximation solution of two-dimensional linear stochastic Volterra-Fredholm integral equation via two-dimensional Block-pulse ‎functions

Approximation solution of two-dimensional linear stochastic Volterra-Fredholm integral equation via two-dimensional Block-pulse ‎functions

... The block-pulse functions are a set of orthogonal functions with piecewise constant values and are usually applied as a useful tool in the analysis, synthesis, identification and other problems of contorol and ...

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Oscillatory Criteria for the Two Dimensional Difference Systems

Oscillatory Criteria for the Two Dimensional Difference Systems

... nonlinear two-dimensional difference systems since such systems include, in particular, the second- order nonlinear, half-linear, and quasilinear difference equations that are the special ...

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Two-dimensional implementation of the coarsening method for linear peridynamics

Two-dimensional implementation of the coarsening method for linear peridynamics

... The systems are assumed to be in a state of static equilibrium and thus an implicit static solution scheme has been ...last two examples demonstrate the capability of the coarsening approach for two ...

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On the class of two dimensional Kolmogorov systems

On the class of two dimensional Kolmogorov systems

... such systems are called Kolmogorov systems, the derivatives are performed with respect to the time variable, and F , G are two functions in the variables x and y, frequently used to model the ...

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Positive real control of two dimensional systems: Roesser models and linear repetitive processes

Positive real control of two dimensional systems: Roesser models and linear repetitive processes

... for two-dimensional (2-D) discrete systems described by the Roesser model and also discrete linear repetitive processes, which are another distinct sub-class of 2-D linear ...

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Certain Algebraic Test for Analyzing Aperiodic Stability of Two Dimensional Linear Discrete Systems

Certain Algebraic Test for Analyzing Aperiodic Stability of Two Dimensional Linear Discrete Systems

... stable linear discrete system is presented with a help of fullers equation as follows it accounts all the coefficients of the equivalent one dimensional characteristics equations in the S n row when n is ...

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A standard test case suite for two-dimensional linear transport on the sphere

A standard test case suite for two-dimensional linear transport on the sphere

... The test case proposal is organized as follows. In Sect. 2 the transport equation(s) is introduced followed by formu- las for the analytical initial conditions and wind fields. The section is concluded with ...

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Non-linear theories in two-dimensional fully and partially cavitating flow.

Non-linear theories in two-dimensional fully and partially cavitating flow.

... with two closed cavity models 1. the Riabouchinsky model, and 2. the re-entrant jet model. Then we have shownthat tie spiral vortex model possesses the same first order expansion as the linearized theory (first ...

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Two dimensional DOA estimation of coherent sources using two parallel uniform linear arrays

Two dimensional DOA estimation of coherent sources using two parallel uniform linear arrays

... In the second simulation, we investigate the perform- ance of the two algorithms versus the number of snap- shots. The simulation conditions are similar to those in the first simulation, except that the SNR is set ...

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M12 Systems of Equations.pdf

M12 Systems of Equations.pdf

... Algebraically solve for systems involving two linear equations in two variables. Solve a system involving three linear equations in three variables[r] ...

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Two dimensional gauge theories and quantum integrable systems

Two dimensional gauge theories and quantum integrable systems

... In this section we provide the evidences for the identification of a natural bases of wave functions of topological Yang-Mills-Higgs theory for G = U (N ) (given by a path integral on a disk with the insertion of ...

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On oscillatory behavior of two dimensional time scale systems

On oscillatory behavior of two dimensional time scale systems

... In this paper, we show the existence of solutions of system (1) rather than in advance assuming that there exist solutions. After guaranteeing the existence of such solutions, we examine the long-time behavior of ...

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Poly[di­aqua­[μ 1,4 bis­­(1H imidazol 1 yl)benzene κ2N3:N3′](μ fumarato κ2O1:O4)nickel(II)]

Poly[di­aqua­[μ 1,4 bis­­(1H imidazol 1 yl)benzene κ2N3:N3′](μ fumarato κ2O1:O4)nickel(II)]

... Geometry . All e.s.d.'s (except the e.s.d. in the dihedral angle between two l.s. planes) are estimated using the full covariance matrix. The cell e.s.d.'s are taken into account individually in the estimation of ...

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Three dimensional instability in flow over a backward facing step

Three dimensional instability in flow over a backward facing step

... steady two-dimensional regime for Reynolds numbers up to ...of two- and three-dimensional flows over a large range of Reynolds number, from about 50 to ...from two-dimensionality ...

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