2013
DOI: 10.1016/j.ecss.2013.04.001
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Coastal ‘Big Data’ and nature-inspired computation: Prediction potentials, uncertainties, and knowledge derivation of neural networks for an algal metric

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Cited by 15 publications
(13 citation statements)
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“…Finally, predicting Chla or other water quality parameters requires models based on either statistics (empirical approach, e.g., for Chesapeake Bay [30] and Millie et al (2013) for Sarasota Bay [31]) or coupled hydrodynamics and biology (physics-based approach, e.g., Popova et al (2002) for the northeast Atlantic [32]; Hu et al (2006) for Taihu Lake [33]). The latter approach has physical-and biological-governing equations explicitly built into the models, making it easier to test the connections between physical/biological forces and the biological responses.…”
Section: Introductionmentioning
confidence: 99%
“…Finally, predicting Chla or other water quality parameters requires models based on either statistics (empirical approach, e.g., for Chesapeake Bay [30] and Millie et al (2013) for Sarasota Bay [31]) or coupled hydrodynamics and biology (physics-based approach, e.g., Popova et al (2002) for the northeast Atlantic [32]; Hu et al (2006) for Taihu Lake [33]). The latter approach has physical-and biological-governing equations explicitly built into the models, making it easier to test the connections between physical/biological forces and the biological responses.…”
Section: Introductionmentioning
confidence: 99%
“…Previous discussions about working with "big" ecological data have focused largely on cyber-infrastructure capabilities, data management (Michener and Jones, 2012;Gilbert et al, 2014), and the need for datadriven approaches (Kelling et al, 2009). While novel analytical techniques such as machine learning and crowd-sourcing for processing large and complex ecological data sets are increasingly reported in the terrestrial literature (Kelling et al, 2013;Peters et al, 2014), marine examples are limited (Wiley et al, 2003;Dugan et al, 2013;Millie et al, 2013;Shamir et al, 2014). Given this paucity and the need to use "big" biological oceanography and marine ecology data for rapid assessment of ocean health and adaptive management of ecosystems, we present here an evolution of approaches applied to the problem of efficiently classifying tens of millions of images of individual plankters generated by ISIIS.…”
mentioning
confidence: 99%
“…Multilayer perceptrons (MLPs) utilizing a backpropagation learning algorithm were originated (NeuroSolutions version 6.0 software; NeuroDimension, Inc., Gainesville, Florida USA), as follows: [CHL a] or biovolumesϭ f{W P 1 ,P 3 [ f(W X 1 ,P 1 ·X 1 ϩW X 2 ,P 1 ·X 2 …W X i ,P 1 ·X i ϩ 1 )]} ϩ f{W P 2 ,P 3 [ f(W X 1 ,P 2 ·X 1 ϩW X 2 ,P 2 ·X 2 …W X i ,P 2 ·X i ϩ 2 )]} ϩ f{W P j ,P 3 [f(W X 1 ,P j ·X 1 ϩW X 2 ,P j ·X 2 …W X i ,P j ·X i ϩ j )]} where X 1,2,…,i are predictor variables, P 1,2,3,…,j are processing elements, W X 1,2,...,i ,P 1,2,3,...,j are scalar weights, and 1,2,…,j is the error (after Principe et al 2000). Topologies were optimized for the number of processing elements within hidden layers and the types of transfer functions (e.g., sigmoid, hyperbolic tangent) and learning rules (e.g., conjugate gradient, momentum; see Millie et al 2012Millie et al , 2013. Data vectors were assigned randomly to subsets for network training (to "fit" the data), cross-validation (to provide unbiased estimation of prediction), and testing (to assess performance) of 60%, 15%, and 25% of data, respectively.…”
Section: Data Characterization and Modelingmentioning
confidence: 99%
“…Based on sensitivity analysis, select (pairs of) predictors were varied across their data distributions, with three-dimensional (3D) response surfaces for CHL a concentrations and Microcystis biovolumes generated via reproduced network computations (after Millie et al 2012Millie et al , 2013. Two-dimensional (2D) response plots for select predictors and concentrations-biovolumes were derived (via averaging across contrasting variables within 3D surfaces), with predictor valuations relating to half-maximal concentrationsbiovolumes (akin to EC 50 /IC 50 metrics) calculated via four-parameter logistic equations; SigmaPlot software).…”
Section: Assessing and Visualizing Predictor-response Relationshipsmentioning
confidence: 99%
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