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An important operator of frames is the Grammian operator [1].
What we emphasize is that not only the Grover matrix U itself but the positive support (U n )+ of its n-th power is an important operator of a graph.
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It turns out that the combination of blocking and hiding method calls captures a number of important operators for constructing life cycles of subclasses from life cycles of superclasses, namely choice, sequential composition, parallel composition, and iteration.
Since the Durrmeyer-Bézier operators are an important approximation operator of new type, the purpose of this paper is to continue studying the approximation properties of the operators for functions of bounded variation, and give a better estimate than that of Theorem A by means of some probabilistic methods and inequality techniques.
Many important operators gave a characterization of BMO space.
It is well known that concave operators are a class of important operators that are extensively used in nonlinear differential and integral equations (see [1 12]).
As one of the most important operators in harmonic analysis and its applications, the Riesz potential operator defined by.
As one of the most important operators, the multilinear fractional type operator has also been attracted more attentions.
Meanwhile, in [25,32] the relationship between the Ihara zeta function and the positive support (U + of the Grover matrix of a graph is discussed: a matrix (U + derived from QW is essentially the same as the edge-matrix in [3,17] and the Perron-Frobenius operator in [26], both of which are important operators in characterizing that function.
Conditions of these theorems are satisfied by many important operators in analysis, in particular pseudo-differential operators, Littlewood-Paley operators, Marcinkiewicz operators, and Bochner-Riesz operators.
The process time is important for the operator of the process and the specific process conditions associated with ensuring that the thermal process reduces the target microbial population to the target level.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com