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A Robin boundary condition is a condition that specifies a linear combination of the dependent variable and its first order space-derivative on a boundary of the interval.
They show that these coordinate transformations, when combined with Gauss-Legendre quadrature rules, are well suited for the numerical integration of functions possessing a sharp peak at or near one boundary of the interval of integration.
Firstly, with the help of the optimization theory, we presented an exact solution the vertex solution theorem, for determining the exact upper bounds or maximum values and exact lower bounds or minimum values of complex eigenvalues of structures, where the extreme values are reached on the boundary of the interval mass, damping and stiffness matrices.
The comparison of the 50% and 80% CIs for the estimated time of a step change of size δ=+6 in the Poisson EWMA chart reveals that the posterior distribution of the time is highly left skewed and the increase in the probability contracts the left boundary of the interval, from 96.9 to 88 in comparison with the shift in the right boundary.
In fact, the left hand side of (3.7) is the the mass accumulated over the interval (I_{i}) at (t=t_{n}) per unit time and the spreading through the boundary of the interval (I_{i}), the right hand side of (3.7) is the mass accumulated over the interval (I_{i}) at (t=t_{n-1}) and from the source term, and the = sign refers to the conservation element by element.
The distal boundary of the interval lies within several scattered 180-bp arrays.
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The proposed controller hires secondary convex parameters generated through the lower and upper boundaries of the interval uncertain parameters.
The only exception is represented by the boundaries of the interval where discontinuity is allowed.
We therefore restrict the optimization to sequence intervals [ k, l] with the property that base pairs rarely cross the boundaries of the interval.
In the third case, the left boundary of the backoff interval is within the transmission interval (1+ i-2 T_{textit {RA_REP}} le (k-1)T_{textit {RA_REP}}+T_{textit {RAR}}+W_{textit {RAR}}+1 le (i-1)T_{textit {RA_REP}}).
α k,i can be determined based on k in the three cases shown in the lower part of Figure 2. In the first case, the right boundary of the backoff interval is within the transmission interval, i.e., (1+ i-2) T_{textit {RA_REP}} le (k-1)T_{textit {RA_REP}}+T_{textit {RAR}}+W_{textit {RAR}}+W_{textit {BO}} le (i-1)T_{textit {RA_REP}}).
More suggestions(17)
border of the interval
borders of the interval
limits of the interval
boundary of the day
boundary of the cross
boundary of the mind
boundary of the session
boundary of the state
boundary of the heliosphere
boundary of the system
boundary of the county
boundary of the morning
boundary of the electrojet
boundary of the terminal
boundary of the velocity
boundary of the halo
boundary of the magnetosphere
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Justyna Jupowicz-Kozak
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