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In this paper, a broad overview is given of verification procedures for computational simulation.
In this section, we develop the procedures for computational implementation of the DEDR-POCS-related RSF and RASF algorithms in the MATLAB platform.
Key challenges that systems biology research faces today are to integrate data within and across domains and levels of granularity, to integrate data that is available in different formats and locations, to provide validation procedures for computational biosimulation models as well as to develop standards for the exchange and integration of models, simulations and results [ 1- 4].
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The adaptive form-finding method presented in this paper is a simple and effective procedure for computational design of spatial network structures with a fixed form.
The procedure for computational mlncRNA identification is outlined in Figure 4. Unigenes without Nr annotation and with sizes at least 300 bp were selected for open-reading frame (ORF) prediction using ESTScan 2 [ 124].
We report here the first steps in establishing a procedure for leveraging computational predictions in order to improve literature-based GO annotation consistency and quality.
By combining the procedure for systematic computational assessment of transcript accessibility described in this study with selective experimental validation of the impact of predicted accessibility on hybridization, we will develop a useful criterion for avoiding troublesome secondary structure when designing microarray targets.
A simplified method is also developed in the simulation procedures for improving the computational efficiency.
A simplified method is developed in the simulation procedures for improving the computational efficiency.
In this study a computational procedure for the computation of Joule Thomson coefficient of natural gas has been developed using fundamental thermodynamic equations and AGA-8 equation of state, and then the minimum possible temperature of the natural gas entering to the pressure regulator of city gate stations (CGS) is calculated.
This method seems to be a powerful tool for computational procedures in the design of gear drives incorporating fracture defects.
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