shift operator
Shift-Operator FDTD Method for Anisotropic Plasma in Kdb Coordinates System
... on shift-operator finite difference time-domain (SO-FDTD) method, Maxwell equations and EM-field constitutive equations are solved and discrete difference scheme of each EM-field component is ...
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Improved Shift-Operator FDTD Method for Anisotropic Magnetized Cold Plasmas with Arbitrary Magnetic Field Declination
... or electric susceptibility of dispersive media in frequency-domain are written as a rational polynomial function and the constitutive rela- tions between D and E or J and E are deduced in the time-domain. Through a ...
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Shift-Operator Finite Difference Time Domain Analysis of Chiral Medium
... the shift-operator FDTD method and the bilinear frequency approximation technique for modeling dispersive electromagnetic applications,” Computer Physics Communications, ...
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Shift Operator-TLM Method for Modeling Gyroelectric Media
... the shift operator (SO) has been developed to model electromagnetic wave interactions with gyroelectric ...differential operator ∂t ∂ and discrete time shift operator z ...
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SHIFT OPERATOR FOR PERIODICALLY CORRELATED PROCESSES
... The shift operator for is clearly ill-defined because it sends a zero vector, say to a nonzero vector, say . If we take the original stochastic process to be a nondeterministic, then we get an example of a ...
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High order Riesz transforms and mean value formula for generalized translate operator
... ysis and its applications; these have been the research areas of many mathematicians such as Muckenhoupt and Stein [, ], Kipriyanov and Klyuchantsev [, ], Aliev and Gadjiev [], Guliev [], Gadjiev. Also, singular ...
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Shift-enabled graphs : graphs where shift-invariant filters are representable as polynomials of shift operations
... the shift operator must be a normal matrix [11], or considering symmetric graphs where the adjacency matrix is diagonalizable [9] (which often cannot be guaranteed since it comes from the physical problem ...
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In–out decomposition of boundary integral equations
... the shift operator can be fully determined ...the operator inversions in (35) therefore need attention, as do practical approaches to truncation of the complex contours in the presence of ...
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On a weighted Toeplitz operator and its commutant
... In [6], it was proved that some weighted shift operator does not meet the hypothesis of Lomonosov’s theorem, that is, it does not belong to the set . Although it is expected that the set be larger than ...
Spectra of finite and infinite Jordan blocks
... the shift operator when the dimension runs to in nity, is ...the shift operator, calculate its spectrum and show that this spectrum is not sensitive to ...the shift op- erator can be ...
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Inequalities for the composition of Green’s operator and the potential operator
... We first establish the L p -norm inequalities for the composition of Green’s operator and the potential operator. Then we develop the L ϕ -norm inequalities for the composition in the L ϕ -averaging domains. ...
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Operator inequalities associated with relative operator entropies
... of operator mean, relative operator entropy and Tsallis relative operator entropy and present some new operator ...relative operator entropy will be introduced in Theorem ...main ...
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Vol 11, No 6 (2020)
... Isometry Operator (IF-Partial Isometry operator) on an intuitionistic fuzzy Hilbert space ...Isometry operator acting on an IFH-space is discussed and some important characteristics are ...linear ...
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OPERATOR JENSEN’S INEQUALITY FOR OPERATOR SUPERQUADRATIC FUNCTIONS
... Remark 2. The result in Lemma 7 was proved by Mond & Peˇ cari´ c in [28] for all operator convex functions and all bounded selfdjoint operators whose spectra contained in I. Therefore, in case f is positive ...
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Comparative Study Of Edge Detection Algorithms on Medical Images
... Robert’s operator, sobel operator, zero crossing operator, Laplacian operator, Gausian edge detector, prewitt operator, Canny ...
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ρ resonance from the I = 1 ππ potential in lattice QCD
... a number of smearing level increases, a resonant behavior is clearly seen in the scattering phase shift. This is the first time to observe the conventional resonance like ρ in the HAL QCD potential method. We also ...
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The Replace Operator
... We provide a simple declarative definition for it, easily expressed in terms of the other regular expression operators, and extend it to the conditional case providing four ways to const[r] ...
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Boundedness and compactness of a class of Hardy type operators
... linear operator K acting from one normalized space to another, since from the context we shall in each case clearly see which spaces the operator is acting ...
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Computation of antieigenvalues
... (1.1) is attained is called an antieigenvector of T. Cosine of T has important applications in pure operator theory as well as numerical analysis (see [3, 4, 6]). In [7, 8, 11], we have computed the first ...
Toeplitz type operators in weighted Morrey spaces
... It is well known that the commutator [b, T ] is defined by [b, T](f ) = T (bf ) –bT(f ), where T is a Calderón-Zygmund operator and b ∈ BMO. The commutator generated by the Calderón-Zygmund operators and a locally ...
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