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Atlas2 may be an accessible alternative for data processing when a rapid solution for variant calling is required.See research article http://www.biomedcentral.com/1471-2105/13/8.
One of his remarkable capabilities was the rapid solution for problems.
Atlas2 may be an accessible alternative for data processing when a rapid solution for variant calling is required.
These robust statistical techniques allow the recognition of the possible ways that can offer valuable tool for the rapid solution for pollution problem and water management as well as an influence on the water systems.
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It is therefore likely that more rapid solutions for DNA extraction may be appropriate for isothermal amplifications from matrixes that utilize these displacement polymerases as will be demonstrated later in this manuscript.
The present paper describes an algorithm for rapid solution of boundary value problems for the Helmholtz equation in two dimensions based on iteratively solving integral equations of scattering theory.
The proposed procedure can be useful for the rapid solution of the optimization problems in which there exist dependencies between/among the input variables.
A new numerical method for the rapid solution of Laplace's equation in exterior domains and in interior domains with complicated boundaries is presented.
In this paper we present the "random walk on the boundary" method for the rapid solution of integral equations that arise in electrostatics and related areas.
We present a numerical algorithm for the rapid solution of the time-dependent diffusion equation in a semi-infinite inhomogeneous medium whose scattering and absorption coefficients are arbitrary functions of depth, given a point source impulsive excitation.
While the procedure has applications to the solution of boundary value problems on a wide class of complicated domains, we concentrate in this paper on a particularly simple case: the rapid solution of boundary value problems for Laplace's equation on two-dimensional polygonal domains.
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