It is deduced to be the result of a catgut sewn in during the operation.
One stability theorem is deduced to analysis stability of the two nonlinear control systems.
The main product of TEOS decomposition is deduced to be silicic acid (Si(OH 4).
Applying Ruffieux's method29, the energy gap of semiconducting 7-AGNRs is deduced to be over 1.8 eV, in good agreement with recent experimental reports29,30,32,33.
This new process is deduced to be CH + C2H2 → C3H3+ + e−, and maybe involves electronically excited CH radicals.
The problem is deduced to the Fractional Knapsack problem and the heuristic solution is implemented in the frame of a SOA environment.
Sufficient geometrical condition is deduced to guarantee the existence of change of coordinates allowing the transformation of a nonlinear system into the proposed normal form.
Combined with the wavelet, it is deduced to extract the characteristics using the 2-D wavelet transform and to directly reconstruct the characteristics in 3-D CT.
The global stability theorem is deduced to define that the core load following control system is globally asymptotically stable within the whole range of power level.
The extended expression of the microstructure heights with consideration of incident angle is deduced to calculate the PIDE difference Δ¯¯¯η for different substrate material combinations.
Secondly, compared to the existing literature a weaker condition is deduced to guarantee the stability of the plant system by means of a controller.
