Exact(1)
Labelling the two maternal and paternal haplotypes as M A, M B, P A, P B. For each inheritance pattern normal inheritance, maternal duplication, paternal duplication, maternal deletion, paternal deletion we introduce a set of phased inheritance patterns that enumerates all the possible configurations of fetal haplotypes corresponding to the respective inheritance pattern.
Similar(59)
Figure 11b displays a set of phase-coding fringes that adopts Zheng's technique.
The objective is to find a set of phase factors that minimize the PAPR.
First, the overall learning process is organized following an "inquiry cycle" that provides the learner with a set of phases.
The CPG model is composed of a set of phase-locked coordinated one-dimensional models; called ζ-models.
The mathematical model is formulated through a set of phase balance equations and a set of species balance equations.
Figure 11c reveals a phase-coding fringe in gray-scale mode that employs Zhou's approach, and Fig. 11d shows a set of phase-coding fringes that utilizes the proposed method.
Relying upon the instability of trajectories, one tries to show that a region of phase points representing the possible micro-states for a system prepared in a non-equilibrium condition will, if the constraints are changed, eventually evolve into a set of phase points that is "coarsely" spread over the entire region of phase space allowed by the changed constraints.
A set of phases is indexed by (a,b=1,ldots, m); the probability of starting in phase a is (nu_{a}) (meaning these parameters must sum to unity); the rate of stopping making new social contacts is (mu_{a}) for an individual in phase a; and the rate of moving from phase a to phase b is (Q_{a,b}).
In the limit of weak coupling between limit-cycle oscillators, invariant manifold theory [44] and averaging theory [45] can be used to reduce the dynamics to a set of phase equations in which the relative phase between oscillators is the relevant dynamical variable.
To confirm the array results, and to gain further insight into the xenobiotic gene regulation patterns in GHRH-KO mice, we used real-time RT-PCR to compare the expression levels of a set of phase I and phase II xenobiotic detoxification genes in liver and small intestine of GHRH-KO vs control mice.
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