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Groups of Negations on the Unit Square [PDF]
The Scientific World Journal, 2014 The main results are about the groups of the negations on the unit square, which is considered as a bilattice. It is proven that all the automorphisms on it form a group; the set, containing the monotonic isomorphisms and the strict negations of the ...
Jiachao Wu
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Designing Visualisations for Bayesian Problems According to Multimedia Principles
Education Sciences, 2022 Questions involving Bayesian Reasoning often arise in events of everyday life, such as assessing the results of a breathalyser test or a medical diagnostic test. Bayesian Reasoning is perceived to be difficult, but visualisations are known to support it.
Theresa Büchter +6 more
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How to Train Novices in Bayesian Reasoning
Mathematics, 2022 Bayesian Reasoning is both a fundamental idea of probability and a key model in applied sciences for evaluating situations of uncertainty. Bayesian Reasoning may be defined as the dealing with, and understanding of, Bayesian situations.
Theresa Büchter +6 more
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Limitations of linear GHG Protocol carbon reporting in achieving circular progress [PDF]
E3S Web of Conferences, 2023 Net Zero plans are coming with increasing urgency from governments and the corporate sector around the world. Circular Economy is recognized as an essential pathway towards Net Zero in the reduction of supply chain emissions and governments around the ...
Wynne Astrid, Kenny Rich
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Measuring people’s covariational reasoning in Bayesian situations
Frontiers in Psychology, 2023 Previous research on Bayesian reasoning has typically investigated people’s ability to assess a posterior probability (i.e., a positive predictive value) based on prior knowledge (i.e., base rate, true-positive rate, and false-positive rate).
Nicole Steib +6 more
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Efficient Packing of Unit Squares in a Square [PDF]
The Electronic Journal of Combinatorics, 2002 Let $s(N)$ denote the edge length of the smallest square in which one can pack $N$ unit squares. A duality method is introduced to prove that $s(6)=s(7)=3$. Let $n_r$ be the smallest integer $n$ such that $s(n^2+1)\le n+{1/r}$. We use an explicit construction to show that $n_r\le 27r^3/2+O(r^2)$, and also that $n_2\le43$.
Michael J. Kearney, Peter Shiu
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Scientific Reports, 2023 Magnetic resonance neurography (MRN) has been used successfully over the years to investigate the peripheral nervous system (PNS) because it allows early detection and precise localisation of neural tissue damage.
Ratthaporn Boonsuth +7 more
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Covering segments with unit squares [PDF]
Computational Geometry, 2017 We study several variations of line segment covering problem with axis-parallel unit squares in $I\!\!R^2$. A set $S$ of $n$ line segments is given. The objective is to find the minimum number of axis-parallel unit squares which cover at least one end-point of each segment. The variations depend on the orientation and length of the input segments.
Ankush Acharyya +3 more
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BMC Infectious Diseases, 2021 Purpose Hyperinflammation in severe COVID-19 infection increases the risk of respiratory failure and one of the cogent reasons of mortality associated with COVID-19.
Md. Jahidul Hasan +6 more
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Momentum Operators in the Unit Square [PDF]
Integral Equations and Operator Theory, 2013 We investigate the skew-adjoint extensions of a partial derivative operator acting in the direction of one of the sides a unit square. We investigate the unitary equivalence of such extensions and the spectra of such extensions. It follows from our results, that such extensions need not have discete spectrum.
Pedersen, Steen, Tian, Feng
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