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In this paper, we have constructed a class of Weyl Titchmarsh matrix-functions generating potentials of finite-zone type.
Based on the IFS theory, Barnsley [7] constructed a class of functions that are known as FIFs.
We constructed a class of four-zigzag-edged parallelogram-shaped cutting graphenes as scattering region, forming an angle of 60° with electrodes.
Only recently, Elaydi et al. [11] have constructed a class of equations (2.3) that violate the condition (5.1), but they are still asymptotically stable.
Very recently, Chen [27] constructed a class of vector-valued proximal-type method for solving a weak vector variational inequality problem in finite-dimensional spaces.
Based on the above two vectors Bouguezel et al. [13] constructed a class of ROP transforms having 3 4 N independent parameters for a sequence length N/2.
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Therefore we construct a class of new orthogonal arrays.
As a consequence we construct a class of nonlinear Markov semigroup which are hypercontractive.
An algorithm for constructing a class of orthogonal vector-valued wavelets with compact support is proposed.
First, we construct a class of function spaces and derive basic properties of their basis functions.
Moreover, we construct a class of singular spectral measures in Qp, some of which are self-similar measures.
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