Across various research domains, remotely-sensed weather products are valuable for answering many scientific questions; however, their temporal and spatial resolutions are often too coarse to answer many questions. For instance, in wildlife research, it’s crucial to have fine-scaled, highly localized weather observations when studying animal movement and behavior. This paper harnesses acoustic data to identify variations in rain, wind and air temperature at different thresholds, with rain being the most successfully predicted. Training a model solely on acoustic data yields optimal results, but it demands labor-intensive sample labeling. Meanwhile, hourly satellite data from the MERRA-2 system, though sufficient for certain tasks, produced predictions that were notably less accurate in predict these acoustic labels. We find that acoustic classifiers can be trained from the MERRA-2 data that are more accurate than the raw MERRA-2 data itself. By using MERRA-2 to roughly identify rain in the acoustic data, we were able to produce a functional model without using human-validated labels. Since MERRA-2 has global coverage, our method offers a practical way to train rain models using acoustic datasets around the world.

Arctic boreal forests are warming at a rate 2-3 times faster than the global average. It is important to understand the effects of this warming on activities of animals that migrate to and within these environments annually to reproduce. Acoustic sensors can monitor a wide area relatively cheaply, producing large amounts of data. Yet, only a small proportion of the recorded data can be labeled by hand making it challenging to train high performing sound classifiers for ecoacoustic research. In this work, we explore data-centric methods for improving model performance by utilizing labels more efficiently. We show that indeed data augmentation for a DNN-based multi-label sound classifier yields a relative improvement (37%) in AUC performance. We are able to boost this further by 56% with a novel data valuation method. Our method estimates Shapley values for a multi-label DNN classifier enabling curation of a high quality training set and identification of data quality issues. We demonstrate that with our novel method, we can achieve these gains using as little as 40% of the labeled training data.

Sound provides a valuable tool for long-term monitoring of sensitive animal habitats at a spatial scale larger than camera traps or field observations, while also providing more details than satellite imagery. Currently, the ability to collect such recordings outstrips the ability to analyze them manually, necessitating the development of automatic analysis methods. While several datasets and models of large corpora of video soundtracks have recently been released, it is not clear to what extent these models will generalize to environmental recordings and the scientific questions of interest in analyzing them. This paper investigates this generalization in several ways and finds that models themselves display limited performance, however, their intermediate representations can be used to train successful models on small sets of labeled data.

Summary Reduction and broadcast operations are commonly used in machine learning algorithms for different purposes. They widely appear in the calculation of the gradient values of a loss function, which are one of the core structures of neural networks. Both operations are implemented naively in many libraries usually for scalar reduction or broadcast; however, to our knowledge, there are no optimized multidimensional implementations available. This fact limits the performance of machine learning models requiring these operations to be performed on tensors. In this work, we address the problem and propose two new strategies that extend the existing implementations to perform on tensors. We introduce formal definitions of both operations using tensor notations, investigate their mathematical properties, and exploit these properties to provide an efficient solution for each. We implement our parallel strategies and test them on a CUDA enabled Tesla K40 m GPU accelerator. Our performant implementations achieve up to 75% of the peak device memory bandwidth on different tensor sizes and dimensions. Significant speedups against the implementations available in the Knet Deep Learning framework are also achieved for both operations.