Two other long loops also differ in conformation with respect to the other subclass I FPRs: loop 44 49 that connects β3 with β4 and loop 241 248 located between α10 and β11.
By S, it is denoted the subclass of the univalent functions in A and by S* and K--the subclasses of S whose members are starlike (with respect to the origin) and convex in U, respectively.
In the statistical analysis, we considered the major confounders with respect to the group and the diet, including specific subclasses of dietary fat composition such as saturated, monounsaturated and polyunsaturated fats.
(1) Here Lψ, p/d(T) is a function connected to the behavior of the Fourier transform of measures in the subclass of measures absolutely continuous with respect to the spectral measure μψ.
By S ∗, C and K, we mean the subclasses of S consisting of starlike, with respect to the origin, convex and close-to-convex univalent functions in E respectively.
We derive closed form expressions for the throughput-gain of the general controller with respect to the memoryless one, discussing conditions of applicability and advantages of each subclass.
We split the class of Banach sequence spaces which are invariant under translations into two central subclasses and deduce necessary and sufficient conditions for uniform and exponential stability with respect to the solvability of the control system when the input sequences belong to a space from a subclass or the solution lies in a space from the other subclass (see Theorem 3.8).
The subclasses of A consisting of functions that are univalent in D, starlike with respect to the origin and convex will be denoted by S, S ∗ and C, respectively.
In general, there is no strong correlation between the carbohydrate subclasses, with all signals distributed in relatively the same locations with respect to the power-law fit.
What stance with respect to the world?
