Green on What Side of the Fence? Librarian Perceptions of Accepted Author Manuscripts

INTRODUCTION There is a growing body of accepted author manuscripts (AAMs) in national, professional, and institutional repositories. This study seeks to explore librarian attitudes about AAMs and in what contexts they should be recommended. Particular attention is paid to differences between the attitudes of librarians whose primary job responsibilities are within the field of scholarly communications as opposed to the rest of the profession. METHODS An Internet survey was sent to nine different professional listservs, asking for voluntary anonymous participation. RESULTS This study finds that AAMs are considered an acceptable source by many librarians, with scholarly communications librarians more willing to recommend AAMs in higher-stakes contexts such as health care and dissertation research. DISCUSSION Librarian AAM attitudes are discussed, with suggestions for future research and implications for librarians

Using aircraft location data to estimate current economic activity

Aviation is a key sector of the economy, contributing at least 3% to gross domestic product (GDP) in the UK and the US. Currently, airline performance statistics are published with a three month delay. However, aircraft now broadcast their location in real-time using the Automated Dependent Surveillance Broadcast system (ADS-B). In this paper, we analyse a global dataset of flights since July 2016. We first show that it is possible to accurately estimate airline flight volumes using ADS-B data, which is available immediately. Next, we demonstrate that real-time knowledge of flight volumes can be a leading indicator for aviation’s direct contribution to GDP in both the UK and the US. Using ADS-B data could therefore help move us towards real-time estimates of GDP, which would equip policymakers with the information to respond to shocks more quickly

Combinatorial Polynomial Hirsch Conjecture

The Hirsch Conjecture states that for a d-dimensional polytope with n facets, the diameter of the graph of the polytope is at most n-d. This conjecture was disproven in 2010 by Francisco Santos Leal. However, a polynomial bound in n and d on the diameter of a polytope may still exist. Finding a polynomial bound would provide a worst-case scenario runtime for the Simplex Method of Linear Programming. However working only with polytopes in higher dimensions can prove challenging, so other approaches are welcome. There are many equivalent formulations of the Hirsch Conjecture, one of which is the Combinatorial Polynomial Hirsch Conjecture, which turns the problem into a matter of counting sets. This thesis explores the Combinatorial Polynomial Hirsch Conjecture

The Safavid Merger: Sufism, Popular Islam, and the Rise of the Safavids

The Safavid dynasty represented a major change in Iranian history, most notably for establishing Twelver Shi’ism as the majority and official religion, which continues to this day. The nature of their simultaneous transition from a Sufi religious order to a political movement and their rise to power is, however, a point of debate. Until the 21st century, the established historical narrative was one of a tyrannical, fanatical minority taking power and asserting its particular worldview on an unwilling majority. More recently, there have been increasingly diverse views among historians on the Safavid transition. This paper attempts to enter into the ongoing debate on the nature of the Safavid transition and rise to power, incorporating the perspectives of prominent voices in the debate into a new, holistic view that utilizes a Marxist, merger-based framework both to place the early Safavids in their material context and to work toward an explanation of their rise. The socio-economic situation in Iran under the Mongols and Timurids is briefly described, followed by descriptions of both Iranian Sufism and popular Islam in Iran. The Safavids were able to succeed and establish a stable state in Iran primarily through the merger of Sufi ideology and organizational structures with the Islam of the lower classes. This merger allowed for the creation of a mass base for the Safavids and the mobilization of that mass base toward political ends

Alien Registration- Miller, Sam (Lewiston, Androscoggin County)

https://digitalmaine.com/alien_docs/27969/thumbnail.jp

Applied Radar Meteorology

This is a textbook focused on operational and other aspects of applied radar meteorology. Its primary purpose is to serve as a text for upper-level undergraduates and graduate students studying meteorology, who wish to work as professional operational meteorologists in the U.S. National Weather Service or the Air Force Weather Agency. In addition to a detailed description of operational weather radar systems operating in the United States, this text also provides a brief historical overview of the subject as well as a basic review of the physics of electromagnetic radiation and other theoretical aspects of weather radar. The last two chapters discuss a sample of other radar systems (such as the Doppler on Wheels and the Canadian and European operational networks), and future directions of weather radar, including its use as an input for high-resolution, rapid refresh computer models

Werewomen: An Exhumation of Transness in Horror Cinema

The original idea for this paper occurred because I watched a film titled Ginger Snaps (John Fawcett, 2000). I related to it (or rather, to the figure of the werewolf within it) to an almost uncomfortable degree. This was not something I had expected at the outset. Ginger Snaps is a modestly budgeted Canadian horror film about a teenage girl who is bitten by, and subsequently transforms into, a werewolf—nothing about it pre-viewing struck me as potentially profound or paper-inspiring. And, to be fair, it was not the narrative of the movie that struck me or even any specific technical element of the film. Instead, it was one minor, seemingly insignificant scene. The scene in question finds the protagonist of the film, Ginger, discovering that she has begun growing a tail. Embarrassed by this new bodily development, Ginger tucks and tapes her tail between her legs before getting dressed and going to school. I assume that, for many people, this extremely brief scene whizzes by without much thought—a mere vignette in the life of a Canadian teenager becoming a werewolf—but this scene did something else for me: it found a way to depict something that I experience daily and yet never see depicted onscreen— to be explicit: tucking, the practice of hiding of one’s penis and testicles so that they are not visible through tight clothing. After this scene, not only did the whole of Ginger Snaps read differently to me; I had uncovered a very personal, uncomfortable subtext within a meager horror film

Increasing Awareness of First Episode Psychosis

Presented at the 2022 Virtual Northwest Medical Research Symposiu

Cross-modal associations in synaesthesia: vowel colours in the ear of the beholder

Human speech conveys many forms of information, but for some exceptional individuals (synaesthetes), listening to speech sounds can automatically induce visual percepts such as colours. In this experiment, grapheme–colour synaesthetes and controls were asked to assign colours, or shades of grey, to different vowel sounds. We then investigated whether the acoustic content of these vowel sounds influenced participants’ colour and grey-shade choices. We found that both colour and grey-shade associations varied systematically with vowel changes. The colour effect was significant for both participant groups, but significantly stronger and more consistent for synaesthetes. Because not all vowel sounds that we used are “translatable” into graphemes, we conclude that acoustic–phonetic influences co-exist with established graphemic influences in the cross-modal correspondences of both synaesthetes and non-synaesthetes

Endotrivial complexes

Let $G$ be a finite group, $p$ a prime, and $k$ a field of characteristic $p$. We introduce the notion of an endotrivial complex of $p$-permutation $kG$-modules, and study the corresponding group of endotrivial complexes, $\mathcal{E}_k(G)$. Such complexes are shown to induce splendid Rickard autoequivalences of $kG$. The elements of $\mathcal{E}_k(G)$ are determined uniquely by integral invariants arising from the Brauer construction and a degree 1 character $G \to k^\times$. Using ideas from Bouc's theory of biset functors, we provide a canonical decomposition of $\mathcal{E}_k(G)$, and as an application, determine complete descriptions of $\mathcal{E}_k(G)$ for abelian groups and $p$-groups of normal $p$-rank 1. We investigate the image of $\mathcal{E}_k(G)$ in the orthogonal unit group of the trivial source ring $O(T(kG))$ induced via the Lefschetz invariant map, and using recent results of Boltje and Carman, we determine a Frobenius stability condition an orthogonal unit must satisfy to lift to an endotrivial complex.Comment: Minor changes for version 2: fixed numerous typos and revised some proofs and statements for clarity and correctness. 36 pages, comments welcome