Exact(4)
Here, we only provide a brief sketch of these proofs: (1) Huang and Krishnamuthy [24] prove convergence indirectly by proving an inequality which is originated from the Blackwell's sufficient condition for approachability (2) In [28], the proof is based on a recursive formula for the distance of the vector of regrets to the negative orthant.
The impedance (Z) can then be determined by Eq. (1) (Huang et al., 2009): Z=frac{{mathrm{R}}_1}{1+mathrm{mathrm{fR}hrm{fR}_1{C}_11} (1 where R 1 is the resistance of the solution, j is imaginary number i, f is the frequency and C is capacitance.
The number of Ag-TCR sufficient to trigger IL-2 production has been measured to be 1 (Huang et al., 2013).
This is in concordance with more than 50% of EGFR ubiquitination being in the form of poly-ubiquitin chains, primarily via K63 (Text box 1) (Huang et al. 2006).
Similar(56)
Nodes can have intrinsic properties that influence the dynamics of the network (e.g., see Huang 2005; Huang and Pipa 2007).
Problem (1.4) was inspected and studied by Chang [3], Verma [4, 5] and Huang [6].
Incidentally, the ALOS-2 interferograms that we used show the same deformation pattern as Sentinel-1 (Huang et al. 2016b).
The set-valued inclusions problem, which was introduced and discussed by Bella [1], Huang et al. [2] and Jeong [3], is a useful extension of the mathematics analysis.
Since these root hair phenotypes have been shown to affect aluminum sensitivity in docs1 1 (Huang et al. 2009), we also tested the sensitivity to aluminum of the docs1 2 lines.
The ratio of the released sugars varies, depending on the raw material types and pretreatment conditions; the ratio of hexoses to pentoses generally ranged from 1.5 1 to 3 1 (Huang et al. 2013).
In [10] Huang and Zhang defined the notion of a cone metric.
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