Results 101 to 110 of about 427,210 (205)
Research on Radial Vibration of a Circular Plate
Radial vibration of the circular plate is presented using wave propagation approach and classical method containing Bessel solution and Hankel solution for calculating the natural frequency theoretically.
Wei Liu +4 more
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Generalized invertibility of hankel and toeplitz matrices
A result for the computation of the Moore-Penrose inverse of Hankel matrices over the field of complex numbers has been given by \textit{G. Heinig} and \textit{K. Rost} [Algebraic methods for Toeplitz-like matrices and operators (1984; Zbl 0549.15013)].
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Product of Rectangular Toeplitz (Hankel) Matrices
In this paper, we study products of asymmetric Toeplitz matrices, we give necessary and sufficient conditions for the product of two asymmetric Toeplitz matrices compatible sizes is asymmetric Toeplitz matrix. We also give some results related to the isometry.
Bensliman, S., Yagoub, A., Toumache, K.
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Adaptive SVD Denoising in Time Domain and Frequency Domain
In seismic data processing, noise not only affects velocity analysis and seismic migration, but also causes potential risks in post-stack processing because of the artifacts.
Meixuan Ren +5 more
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Toeplitz matrices and invertibility of Hankel matrices [PDF]
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Hankel Matrices Acting on the Dirichlet Space
The characterization of the boundedness of operators induced by Hankel matrices on analytic function spaces can be traced back to the work of Z. Nehari and H. Widom on the Hardy space, and has been extensively studied on many other analytic function spaces recently. However, this question remains open in the context of the Dirichlet space [20].
Guanlong Bao +3 more
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Information Criteria for Signal Extraction Using Singular Spectrum Analysis: White and Red Noise
In singular spectrum analysis, which is applied to signal extraction, it is of critical importance to select the number of components correctly in order to accurately estimate the signal.
Nina Golyandina, Nikita Zvonarev
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Stable Factorization of Hankel and Hankel-like Matrices
This paper gives displacement structure algorithms for the factorization positive definite and indefinite Hankel and Hankel-like matrices. The positive definite algorithm uses orthogonal symplectic transformations in place of the -orthogonal ...
Michael Stewart, Vadim Olshevsky
core
The geometry of the modular bootstrap
We explore the geometry behind the modular bootstrap and its image in the space of Taylor coefficients of the torus partition function. In the first part, we identify the geometry as an intersection of planes with the convex hull of moment curves on R ...
Li-Yuan Chiang +5 more
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