Bojan Batalo
10 Papers
1 Citations
Bojan Batalo is an academic researcher. The author has contributed to research in topics: Computer science & Medicine. The author has an hindex of 1, co-authored 7 publications.
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Papers
Trends in the Use of Promotional Language (Hype) in Abstracts of Successful National Institutes of Health Grant Applications, 1985-2020
TL;DR: This cross-sectional study of National Institutes of Health abstracts from 1985 to 2020 shows that applicants described their work in increasingly subjective terms and relied on promotional language and appeals to emotion.
Temporal-stochastic tensor features for action recognition
TL;DR: Temporal-Stochastic Product Grassmann Manifold (TS-PGM) as mentioned in this paper is an efficient method for tensor classification in tasks such as gesture and action recognition by mapping tensor modes to linear subspaces, where each subspace can be seen as a point on a Grassmann manifold of the corresponding mode.
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Promotional Language (Hype) in Abstracts of Publications of National Institutes of Health–Funded Research, 1985-2020
Neil Millar,Bojan Batalo,Brian Budgell +2 more
TL;DR: This cross-sectional study of journal abstracts reporting the results of NIH-funded research from 1985 to 2020 found that the use of 133 out of 139 hype adjectives increased and that these trends were positively correlated with previously reported trends in related funding applications.
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Trends in the Expression of Epistemic Stance in NIH Research Funding Applications: 1985–2020
Neil Millar,Bryan Mathis,Bojan Batalo,Brian Budgell +3 more
TL;DR: This study analyzes NIH funding applications (1985-2020) and finds a shift from cautious to increasingly confident, optimistic, and promissory language, with declining use of tentative modal verbs and rising use of certainty-emphasizing features.
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Analysis of Temporal Tensor Datasets on Product Grassmann Manifold
Bojan Batalo,Lincon S. Souza,Bernardo B. Gatto,Naoya Sogi,Kazuhiro Fukui +4 more
- 01 Jun 2022
TL;DR: This paper model temporal tensor modes with a Hankel-like matrix, preserving sequence information and encoding it with a linear subspace, fully compatible with PGM and enriches representation on the PGM, with minimal increase in computational complexity.
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