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Titlebook: Marine Resource Conservation and Poverty Reduction Strategies in Tanzania; Jennifer K. Sesabo Book 2007 Springer-Verlag Berlin Heidelberg

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es it challenging to adapt traditional segmentation techniques for this task. To tackle this issue, current research employs pre-trained models and finetunes them on the given data. Even so, these require training deep networks with millions of parameters every time new data becomes available. A rec
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rculation and glymphatic drainage system. Their enlargement and abundance have been found associated with cerebral small vessel disease. Thus, their quantification is essential for establishing their relationship with neurological diseases. Previous works in the field have designed visual rating sca
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iagnosed with myocardial infarction, myocarditis or cardiomyopathy. This imaging method enables the identification and quantification of myocardial tissue regions that appear hyper-enhanced. However, the delineation of the myocardium is hampered by the reduced contrast between the myocardium and the
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iagnosed with myocardial infarction, myocarditis or cardiomyopathy. This imaging method enables the identification and quantification of myocardial tissue regions that appear hyper-enhanced. However, the delineation of the myocardium is hampered by the reduced contrast between the myocardium and the
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e data being spatially collected, current approaches are not spatial: they involve analysing each location separately, or they analyse all image sectors together but they ignore the possible spatial correlations such as linear models, and multivariate analysis of variance (MANOVA). We propose spatia
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e data being spatially collected, current approaches are not spatial: they involve analysing each location separately, or they analyse all image sectors together but they ignore the possible spatial correlations such as linear models, and multivariate analysis of variance (MANOVA). We propose spatia
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d multilevel multivariate probability distribution is derived and expressions for the (conditional) probability of age-group membership are presented. This formalism is explored via Monte Carlo (MC) simulated data in the first dataset; where age is taken to increase the overall scale of a three-dime
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