Both equations are subject to parameter uncertainty.
both equations are satisfied by the solution x = 2, y = 3.
The results obtained from both equations were practically coincident.
For example, in the system both equations are satisfied by the solution x = 2, y = 3.
The "tapered smoothing" method removes the discontinuity from both equations.
It should be noted that both equations (25a) and (25b) are given in a form in which they can be extended easily to any number of resistances.
Both equations (2) and (3) are consistent with the sense of the phase shift that can be observed in x and y directions, respectively.
Both equations are unified to form a general three-parameter formula.
Both equations are coupled and solved using complex-variable finite element analysis.
Generally both equations show similar deviations, but PR shows the better correlation with experimental data.
We applied both equations in a cohort representative of the Australian adult population.
