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In this section, we consider the theory of infinite Hankel matrix transformations and summa-bility.
However, the Euler rotation involves cumbersome matrix transformations, and therefore, has a considerable computational burden.
The didactic sequence proved to have potential to foster students' learning of function, matrix transformations and matrix multiplication.
In this paper, we suggest a two-factor face authentication scheme using matrix transformations and a user password.
Using the matrix transformations and properties of the coefficients, the Fourier image of the fundamental solution is computed.
Moreover, in contrast to those two algorithms, the proposed one effectively avoids the cumbersome matrix transformations, and therefore, has a much lower computational complexity.
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For a given structure, the distance matrices for different atom-labeling schemes within a unit cell can be transformed to each other through a matrix transformation, and all these equivalent matrices correspond to the same (or the mirror) structure.
The shift by two for subsequent pairs of rows produces a downsampling operation within the matrix transformation and also makes the matrix orthogonal and circulant [31].
In [1] Robison presented the following notion of regularity for four-dimensional matrix transformation and a Silverman-Toeplitz type characterization of such a notion.
Some excellent elementary vectors and partitioned matrices are used to combine Karnik Mendel (KM) algorithms with back propagation (BP) algorithms by matrix transformation, and the challenging mission of computing derivatives in such systems can be solved.
The article introduces some classes of sequences of fuzzy numbers extended by Orlicz functions by using the notions of ℐ-convergence and matrix transformation and investigates the classes for relationship between them as well as establishes some relevant properties.
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