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In this section, we define max ∅ = min ∅ = + ∞.
In this section, we define some useful reproducing kernel spaces.
In this section, we define the discussed problem formally.
In this section, we define the two notions of capacity.
In this section we define what propositional logics are and explain the basic concepts relating to them.
In this section we define new classes of kernel functions and give their essential properties.
In this section, we define λ-double almost statistically convergent sequences of order α.
In this section, we define generalized Lipschitz maps in F-cone metric spaces over Banach algebra.
In this section, we define lacunary double almost statistically convergent sequences of order α.
In this section, we define dissipative quadratic stochastic operators on infinite-dimensional simplex.
In this section we define and characterize the left (right) -balls in ( X, P ).
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