custom code harnessing matlab s bioinformatics toolbox (MathWorks Inc)
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Custom Code Harnessing Matlab S Bioinformatics Toolbox, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 95/100, based on 382 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/bioinformatic+analysis+matlab+script/Parallel+Computing+Toolbox/pmc06035058-176-4-7
Average 95 stars, based on 382 article reviews
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other:Article Title: The geometry of pMHC‐coated nanoparticles and T‐cell receptor clusters governs the sensitivity‐specificity trade‐off in T‐cell response: a modeling investigation Article Snippet: Trials were run in parallel by means of the Article Title: Deep computational photoacoustic mesoscopy through heterogeneous tissues enabled by scanning compensation and angular-spectrum enhancement Article Snippet: The DWAS-SAFT was implemented in Article Title: A hybrid spiking convolutional neural framework with extreme learning machine for enhanced anomaly detection in network security. Article Snippet: The Neural Network Toolbox, Signal Processing Toolbox, and Parallel Computing Toolbox were used in Article Title: An Integrated Analysis of GLP-1R Agonist Mechanisms: Addressing Study Variations in Heterogeneous Cell Systems Article Snippet: The parameter estimation was done with 16 parallel Article Title: Diverse communities promote the coexistence of closely-related strains through emergent equalization and stabilization Article Snippet: Correlation coefficients: The correlation between α and β strain abundances was computed both across all strain pairs and restricted to coexisting pairs, using the standard formula: Lastly, simulations were parallelized across asymmetry parameter values (i.e., λ ) using Article Title: Protocol for identifying and comparing neuronal ensembles using different algorithms within a graphical user interface Article Snippet: Construct:Article Title: Parameter Selection in Coupled Dynamical Systems for Tomographic Image Reconstruction. Article Snippet: .. The objective function 1K ∑ K k=1 d(·) was evaluated in parallel for k = 1, 2, . . . , K using the |

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