Search for top squark pair production in the 3-body decay mode with a single lepton final state with the ATLAS detector

In this work, the results from two searches for direct pair production of top squarks, the supersymmetric partner of the top quark, are reported. Both searches focus on final states with one isolated electron or muon, multiple hadronic jets, and large missing transverse momentum. The first analysis is performed on data from proton-proton collisions delivered by the Large Hadron Collider at a centre-of-mass energy of 13 TeV and recorded by the ATLAS detector within the years 2015 and 2016, corresponding to an integrated luminosity of 36.1 fb^-1. The second analysis is performed on the full Run 2 dataset of proton-proton collisions at a centre-of-mass energy 13 TeV recorded by the ATLAS detector within the period from 2015 to 2018, corresponding to an integrated luminosity of 139 fb^-1. A particular top squark decay mode is considered, where the mass difference between the top squark and the neutralino is smaller than the top quark and as a result each top squark decays via a 3-body process into a b quark, a W boson, and a neutralino. In this phase space, the top squark pair events closely resemble top quark pair processes. No significant deviation from the predicted Standard Model background is observed in both searches. Hence, exclusion limits at 95 % confidence level on the supersymmetric model are determined. In the first analysis, top squarks with masses up to 460 GeV are excluded. With the results from the second analysis, the exclusion limit is extended and top squarks with masses up to 720 GeV and neutralino masses up to 580 GeV are excluded

Politics of Anger and Trauma Disclosure in Michelle Bowdler’s Is Rape a Crime? A Memoir, an Investigation and a Manifesto (2020)

This article focuses on the memoir manifesto as an intersection of forms and analyzes Michelle Bowdler’s Is Rape a Crime? (2020) as being representative of this subgenre in the current ‘manifesto moment.’ Bowdler as author narrates through the lens of trauma, with an emphasis on the affects the political reflection of trauma evokes. Through the personal narrative, her anger about the injustices of rape culture is explored and affective truths are disclosed without adhering to the hegemonic narrative of overcoming trauma. Instead, the book narrates an emotional arc from lonely suffering to communal activism, engaging the reader in a mode of angry witnessing

Infants' mu suppression during the observation of real and mimicked goal-directed actions

Since their discovery in the early 1990s, mirror neurons have been proposed to be related to many social-communicative abilities, such as imitation. However, research into the early manifestations of the putative neural mirroring system and its role in early social development is still inconclusive. In the current EEG study, mu suppression, generally thought to reflect activity in neural mirroring systems was investigated in 18- to 30-month-olds during the observation of object manipulations as well as mimicked actions. EEG power data recorded from frontal, central, and parietal electrodes were analysed. As predicted, based on previous research, mu wave suppression was found over central electrodes during action observation and execution. In addition, a similar suppression was found during the observation of intransitive, mimicked hand movements. To a lesser extent, the results also showed mu suppression at parietal electrode sites, over all three conditions. Mu wave suppression during the observation of hand movements and during the execution of actions was significantly correlated with quality of imitation, but not with age or language level

Edge-covering plane-filling curves on grid colorings: a pedestrian approach

We describe families of plane-filling curves on any edge-to-edge tiling of the plane with regular polygons and finitely many classes of edges. It is shown how to partition the minimal number of edge classes from the group G of symmetries of the tiling into refined colorings of the tiling, corresponding to finite subgroups of G. All of these colorings correspond to families of plane-filling curves which we call curve-sets. Our exposition is driven by illustrated examples