Within each series, the solutions with each 2.0 ml were applied to the whole tongue of each subject with a pipet in order of ascending concentrations.
Two tubes were connected in series; the validation solution (high concentration) was loaded on the tubes as described above (n = 3).
The convergence of the series solution for the problem is discussed with the aid of the Laplace transform.
The applications of the series solution with the complete terms are not conducive to solving the practical problems.
Despite this improved ordering of terms in the series solution, the Monte-Carlo approach remains computationally intensive and very slow to converge with increased number of trips.
I wish this photo series could be the solution to our brother-sister challenges.
In the limit case k → ∞, we can observe that the series solution obtained by the differential transformation method converges to the series expansion of the closed form solution y ( x ) = − 2 ln ( 1 + x 2 ).
The convergence of the series solution is assured and the procedure leads to pointwise exact solutions.
Two types of approximate fundamental solutions are considered: i.e., the series solution and the superposition solution.
The second-singular term of the series solution is however affected by the inhomogeneity and its direction.
