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For efficiency enhancement of a large-area monolithic organic photovoltaic (OPV) module, we studied the influence of the OPV cell geometry parameters using theoretical and experimental methods.
To analyze the biological relevance of each module, we studied the functional consistency of genes assigned to the same module.The predicted GO function terms of the genes were compared according to the hypergeometric distribution [ 21, 22] in order to check if some biological process terms or molecular function terms were significantly more enriched than by chance.
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In this module, we study the context and the main objective of the extraction problem to choose an appropriate method to be used in the next step.
Under the background of layout optimization of the satellite module, we study the orthogonal rectangle packing problem (ORPP) with mass balance constraint, which is an NP-hard problem.
Unlike previous experiments that applied mechanical forces at the N- and C-termini of FN modules, we studied the effect of applying forces at the physiological site of cell binding to 10FNIII through membrane integrin receptors, and we compared our data to unfolding trajectories that were generated by pulling at the N- and C-termini.
To further investigate the functional links existing between the various components of these modules, we studied several members of the Bce-like subfamily IV, some of whose ABC transporters proved to be involved in bacitracin resistance mechanisms (B. subtilis BceRSAB, S. aureus VraDE) or to be up-regulated in the presence of bacitracin (B. licheniformis YtsCD).
Using these modules we studied the conservation of genomic interaction data at the network level rather than at the individual protein level.
To understand the biological meaning of the consensus modules, we studied differential expression of the consensus module eigengenes across the brain areas from which the microarray samples were taken.
To search for duplicated blocks of < Abpbg-Abpa> modules, we studied patterns of microsatellites (di-nucleotide and tri-nucleotide repeats) in segments of the Abp region of the mouse genome where very recent duplication has occurred.
In this paper, using the theory of Hilbert modules we study invariant subspaces of the Bergman spaces on bounded symmetric domains and quasi-invariant subspaces of the Segal Bargmann spaces.
Based on the Hilbert C⁎-module structure we study non-stationary monotone quantum stochastic processes and general Markov processes constructed from quantum dynamical hemigroups indexed by a totally ordered set.
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CEO of Professional Science Editing for Scientists @ prosciediting.com