Loop Effects Research Articles

Colonial Recognition? The Appropriation of Dutch Land and Population Registers as Legal Documents in Eighteenth-Century Sri Lanka

Abstract This paper considers the utilisation, appropriation, and renegotiation of colonial knowledge in the form of land and population registers by local litigants in eighteenth-century Dutch colonial Sri Lanka. Using a database compiled from thirty-three civil court cases held before the Landraad rural council of Colombo, I highlight how Lankan litigants frequently used the colonial thombo registers as evidence to have their property recognised. Moreover, I show that these registers were not just utilised but also altered through this process, particularly through the promotion of alternative knowledge in the form of local witness testimonies and ola palm leaf documents during court cases. I subsequently argue that we should reconsider how we view colonial knowledge. Rather than a static, top-down view from a foreign bureaucracy on a colonised society, this knowledge could be appropriated and even altered through the acts of local agents, in turn changing what was known by the colonial state and thus creating a “looping effect” of knowledge production.

Information and Idioms in Circulation: Engaging the Minority Classification in 1930s India

Abstract Several studies have shown how a system of social classifications influenced the bureaucracy of British India when dealing with Indian society on a day-to-day basis. We know less, however, about how representatives of Indian society engaged such classifications and the information accompanying it to advance their own political agendas. This article examines how the classification of “minorities,” along with data connected to it, impacted discourse of Indian political actors in the early 1930s. The article presents a novel method to analyse first-person speech for themes and information content. It then applies the method to interventions by Indian delegates to the Sub-committee on Minorities of the India Round Table Conference, held in London, 1930–2. The article places the empirical investigation within a conceptual frame inspired by Ian Hacking's “looping effect.” Hacking attempts to capture how those classified negotiate imposed designations to advance agendas beneficial to themselves. The following study shows how Indian delegates engaged minority classification in a variety of ways in their political argumentation. The study also shows how information related to the minority classification was “looped” in speech by Indian actors to advance political claims and consolidate identities.

State of Reciprocity: The “Looping Effect” in the Circular Production of Colonial Knowledge, Social Customs, and Tax Policy in Nineteenth- and Twentieth-Century Indonesia

Abstract This article traces Hacking's “looping effect” in colonial policies and practices of taxation, coerced labour, and governance in Indonesia. It argues that knowledge production for the purpose of taxation was a two-way, interactive process which was in particular influenced by complexes of local indigenous social organization, institutions, mentalities, and behaviour as expressed through adat (Indonesian systems of political-social norms and customary law). Such patterns and systems, the article reveals, were internalized into and started working reciprocally with colonial policy, knowledge production, and administrative practices. Taxation made up and changed people, but underlying strategies to categorize and “make known” subjects were also recognized and actively used, evaded, or influenced by these subjects and by local intermediaries. Consequently, colonial knowledge created an institutional framework that reoriented the self-perception of these subjects and intermediaries, which then changed and reconditioned popular responses to the colonial state. Systems of colonial knowledge were thus modified to eventually fit the realities they were supposed to describe, influence, and legitimize, creating a looping effect between colonial, “made up,” and actual social realities.

Effect of Internal and Bulge Loops on the Thermal Stability of Small DNA Duplexes.

The thermal stabilities of DNA duplexes analogous to the let-7 microRNA:lin-41 mRNA complex from Caenorhabditis elegans have been measured by free solution capillary electrophoresis. DNA duplexes with the same stems but different types of internal or bulge loops and a control with no loop have also been studied. The melting temperatures of the DNA derivatives increased linearly with the logarithm of the Na+ or K+ ion concentration in the solution. Peaks in the electropherograms corresponding to duplexes with internal or bulge loops exhibited extensive tailing at high temperatures, suggesting that denaturation occurred by slow exchange between the duplexes and their component single strands. The single strands did not separate completely from the duplexes in aqueous solutions; instead, they appeared as small subpeaks on the tails of the duplex peaks. However, complete separation of the duplexes from their component single strands was observed at 20 °C in solutions containing 300 mM tetrapropylammonium ions. In addition, counterion condensation appears to be significantly reduced in DNA duplexes containing internal or bulge loops.

Revolution and Resistance: An Exploration of the Looping Effect in the Moluccas in 1817

Abstract This article explores three instances of the looping effect by studying colonial resistance in the Moluccas in 1817. It focuses on the relations between Dutch colonial officials and the sultan of Ternate in the North Moluccas, and between Dutch officials and the regents of Ambon in the Central Moluccas. The first instance of the looping effect revolves around how Ambonese regents, who adhered to Calvinism, used Christian principles to contest Dutch rule within the Moluccas. This became evident in 1817 when a revolt broke out against the reestablishment of Dutch rule within the Moluccas. The leaders of this revolt used religious precepts of Calvinism, previously introduced by the Dutch, to argue that the reestablishment of Dutch rule should be rejected. The article continues with a second instance of the looping effect, reconstructing how Ambonese rulers used instructions issued by the colonial state in 1818 to mitigate claims from the colonial government. Finally, a third instance of the looping effect can be perceived in how the sultan of Ternate used contracts, signed with the Dutch colonial state in 1817, to request Dutch military assistance against internal uprisings and thereby increased his authority throughout the region.

Theoretical probes of Higgs boson-axion nonperturbative couplings

In this work we investigate the phenomenological implications of several nontrivial Higgs-boson- axion couplings, which cover most of the possible nonperturbative scenarios. Specifically we consider the combination of having higher-order nonrenormalizable Higgs-boson-axion couplings originating from a weakly coupled effective theory combined with nonperturbative couplings of the form ∼εΛc2|H|2cos(ϕfa). Since we consider the misalignment axion, the nonperturbative couplings can be expanded in the form of a perturbation expansion in powers of ϕ/fa, thus after the electroweak symmetry breaking, the effective potential of the axion is drastically affected by these terms. We investigate the phenomenological implications of these terms for various values of the mass scale Λc, and some scenarios are theoretically disfavored, while other scenarios with nonperturbative Higgs-boson-axion couplings of the form ∼εΛc2|H|2cos(ϕfa) with Λc∼10−10×ma and ma∼10−10 eV, lead to a characteristic pattern in the stochastic gravitational wave background via the deformation of the background equation of state parameter occurring at frequencies probed by the Einstein Telescope. We also consider loop effects from the Higgs sector caused by the term ∼εΛc2|H|2cos(ϕfa) if we close the Higgs in one loop. Published by the American Physical Society 2024

The Effects of Looping on Undergraduate Students’ TESOL Knowledge Acquisition and EFL Teaching Career Preparation: A Qualitative Case Study

Looping is an educational policy in which a teacher teaches the whole or part of the same class in consecutive years. It is advocated as one of the most useful 21st century instructional strategies. Research has reported that looping results in greater success in students’ learning of some school subjects, including mathematics, sciences, languages, and social sciences, while it is also claimed to be instrumental in fostering students’ appropriate behavior. However, studies on looping in higher education are scarce. Our study aimed to understand the effects of looping of a TESOL teacher educator on pre-service EFL teachers’ academic achievements in TESOL education and their career preparation for EFL teaching. We designed a case study to understand the looped students’ real-life experiences. The qualitative data were collected from three sources: documents, semi-structured interviews, and field notes (observation) for data and method triangulation. The data were analyzed using Williams and Moser’s (2019) qualitative data coding and following phenomenological reduction, bracketing (Dornan et al., 2005), and essences (Ganeson & Ehrich, 2009). The findings showed that the looping of a proficient, experienced, and effective TESOL lecturer results in the success of undergraduate students’ acquisition of TESOL skills, and in developing their readiness for career start in EFL teaching.

Perpendicular magnetic anisotropy and Gilbert damping of MgO/Co100–x Fe x /Pt trilayers

Perpendicular magnetic anisotropy and Gilbert damping of MgO/Co100–x Fe x /Pt (x = 20, 50) trilayers before and after annealing at 200–400 °C were evaluated by hysteresis loop and time-resolved magneto-optical Kerr effect (TRMOKE) measurements. The anisotropy field of the trilayers increased with reducing the CoFe thickness, which reflects the anisotropy is originated from the interface. The annealing around 300 °C was effective to increase the anisotropy because the roughness of the MgO/CoFe interface was reduced by annealing. The effective Gilbert damping α eff also increased with reducing CoFe thickness and increasing annealing temperature. The increase of α eff was considered to be promoted by the interdiffusion between CoFe and Pt after annealing. Small α eff and large perpendicular anisotropy were confirmed to be obtained using Co50Fe50 compared to using Co80Fe20.

The integrated behavioral model of mental health help seeking (IBM-HS): A health services utilization theory of planned behavior for accessing care.

This article introduces the integrated behavioral model of mental health help seeking (IBM-HS), a theoretical model for understanding the constructs (e.g., systemic, predisposing, and enabling factors; mental health literacy; illness perceptions; perceived need; stigma; shame; perceived benefits, motivation) that influence people's decision making around seeking professional mental health care and their ultimate access to formal treatment. The IBM-HS is a help-seeking-specific adaptation of the empirically supported integrated behavioral model and integrative model, which are themselves evolutions of the theory of planned behavior and theory of reasoned action. The IBM-HS posits that help-seeking determinants (e.g., structural forces; cultural influences; past help-seeking experience; evaluated need; mental health perceptions, knowledge, and skills; social support) influence help-seeking beliefs (i.e., outcome beliefs, experiential beliefs, beliefs about others' expectations, beliefs about others' behavior, logistical beliefs), which in turn determine their respective help-seeking mechanisms (i.e., attitude, perceived norm, personal agency). These mechanisms collectively influence help-seeking intention, which drives prospective help-seeking behavior, subject to the moderating effects of determinants. Finally, prospective behavior has reciprocal feedback loop effects on certain determinants and beliefs. This article describes the need for the IBM-HS, the model's constructs and their interrelations, measurement considerations, and how the model can be used by scholarly and applied users to systematically understand people's intention to seek professional mental health care services and what helps or hinders them from utilizing this care. (PsycInfo Database Record (c) 2024 APA, all rights reserved).

Analytic structure of diffusive correlation functions

Diffusion is a dissipative transport phenomenon ubiquitously present in nature. Its details can now be analyzed with modern effective field theory (EFT) techniques that use the closed-time-path (or Schwinger-Keldysh) formalism. We discuss the structure of the diffusive effective action appropriate for the analysis of stochastic or thermal loop effects, responsible for the so-called long-time tails, to all orders. We also elucidate and prove a number of properties of the EFT and use the theory to establish the analytic structure of the n-loop contributions to diffusive retarded two-point functions. Our analysis confirms a previously proposed result by Delacrétaz that used microscopic conformal field theory arguments. Then, we analyze a number of implications of these loop corrections to the dispersion relations of the diffusive mode and new, gapped modes that appear when the EFT is treated as exact. Finally, we discuss certain features of an all-loop model of diffusion that only retains a special subset of n-loop “banana” diagrams. Published by the American Physical Society 2024

Nonlocal chiral contributions to generalized parton distributions of the proton at nonzero skewness

We compute the one-loop contributions to spin-averaged generalized parton distributions (GPDs) in the proton from pseudoscalar mesons with intermediate octet and decuplet baryon states at nonzero skewness. Our framework is based on nonlocal covariant chiral effective theory, with ultraviolet divergences regularized by introducing a relativistic regulator derived consistently from the nonlocal Lagrangian. Using the splitting functions calculated from the nonlocal Lagrangian, we find the nonzero skewness GPDs from meson loops by convoluting with the phenomenological pion GPD and the generalized distribution amplitude, and verify that these satisfy the correct polynomiality properties. We also compute the lowest two moments of GPDs to quantify the meson loop effects on the Dirac, Pauli, and gravitational form factors of the proton. Published by the American Physical Society 2024

Counting the number of solutions in satisfiability problems with tensor-network message passing.

We investigate how to count the number of solutions in the Boolean satisfiability (SAT) problem, a fundamental problem in theoretical computer science that has applications in various domains. We convert the problem to a spin-glass problem in statistical physics and approximately compute the entropy of the problem, which corresponds to the logarithm of the number of solutions. We propose a new method for the entropy computing problem based on a combination of the tensor network method and the message-passing algorithm. The significance of the proposed method is its ability to consider the effects of both long loops and short loops present in the factor graph of the SAT problem. We validate the efficacy of our approach using 3-SAT problems defined on the random graphs and structured graphs, and show that the proposed method gives more accurate results on the number of solutions than the standard belief propagation algorithms. We also discuss the applications of our method across a wide range of combinatorial optimization problems.

Impacts of government social media on public engagement in low-carbon practices focusing on Japan

This study investigates the role of Government Social Media (GSM) in enhancing public engagement with Low-Carbon Practices (LCP) in Japan. Motivated by the need to foster sustainable development and mitigate climate change impacts, this research utilizes negative binomial regression model analyzing 1022 posts from nine Japanese government social media accounts. Our findings reveal that increased media richness negatively correlates with engagement, suggesting that content depth over visual appeal is more effective for LCP-related communication. Surprisingly, the dialogic loop reduces engagement, indicating complex public reactions to governmental initiatives. Content themes related to governmental actions and LCP information significantly enhance engagement, while emotional valence shows minimal impact. The study introduces 'social media capital' as a moderating factor, which mitigates the negative effects of dialogic loops and media richness on engagement, and influences the impact of content themes. These insights provide a foundation for future research and guide the development of effective public engagement strategies in environmental policy. The study highlights the need for nuanced GSM strategies that prioritize information quality and relevance to increase public participation in low-carbon initiatives.

Contagion network, portfolio credit risk, and financial crisis

We develop a network-based nonlinear dynamical system model to study credit exposure risk at the portfolio level. This model captures the complex characteristics of contagion arising from the microstructural interdependencies among firms, especially looping effects. We find that when contagion features are not adequately modeled, portfolio credit risk is generally underestimated, but becomes overestimated during a crisis. This can partly explain the outbreak and subsequent intensification of a crisis such as the 2008 financial crisis. We also derive an expression for the portfolio loss of a regular network, which has implications for measurement and pricing of portfolio credit risk.

The effect of the loop on the thermodynamic and kinetic of single base pair in pseudoknot.

RNA pseudoknots are RNA molecules with specialized three-dimensional structures that play important roles in various biological processes. To understand the functions and mechanisms of pseudoknots, it is essential to elucidate their structures and folding pathways. The most fundamental step in RNA folding is the opening and closing of a base pair. The effect of flexible loops on the base pair in pseudoknots remains unclear. In this work, we use molecular dynamics simulations and Markov state model to study the configurations, thermodynamic and kinetic of single base pair in pseudoknots. We find that the presence of the loop leads to a trap state. In addition, the rate-limiting step for the formation of base pair is the disruption of the trap state, rather than the open state to the closed state, which is quite different from the previous studies on non-pseudoknot RNA. For the thermodynamic parameters in pseudoknots, we find that the entropy difference upon opening the base pair between this simulation and the nearest-neighbor model results from the different entropy of different lengths of loop in solution. The thermodynamic parameters of the stack in pseudoknot are close to the nearest-neighbor parameters. The bases on the loop have different distribution patterns in different states, and the slow transition states of the loop are determined by the orientation of the bases.

Large fluctuations in the sky

Renormalization of quantum loop effects generated from large fluctuations is a hugely debatable topic of research these days which rules out the Primordial Black Hole (PBH) formation within the framework of single-field inflation. In this paper, we briefly discuss that the correct implementation of regularization, renormalization, and resummation techniques in a setup described by an ultra-slow-roll phase sandwiched between two slow-roll phases in the presence of smooth or sharp transitions can lead to a stringent constraint on the PBH mass (i.e. [Formula: see text]), which we advertise as a new No-go theorem. Finally, we will give some of the possible way-outs using which one can evade this proposed No-go theorem and produce solar/sub-solar mass PBHs.

Lepton flavor violation in semileptonic observables

In this paper, we perform a comprehensive study of lepton flavor violation (LFV) in semileptonic transitions in the framework of an effective field theory with general flavor structure. We account for the renormalization group equations, which induce nontrivial correlations between the different types of LFV processes. In particular, we show that these loop effects are needed to improve the bounds on several coefficients that are not efficiently constrained at tree level. For illustration, we consider a few concrete scenarios, with predominant couplings to third-generation quarks, and we explore the correlations between the various tree- and loop-level constraints on these models. As a by-product, we also provide expressions for several semileptonic LFV meson decays by using the latest determinations of the relevant hadronic form factors on the lattice. Published by the American Physical Society 2024

Epidemic spreading on spatial higher-order network

Higher-order interactions exist widely in mobile populations and are extremely important in spreading epidemics, such as influenza. However, research on high-order interaction modeling of mobile crowds and the propagation dynamics above is still insufficient. Therefore, this study attempts to model and simulate higher-order interactions among mobile populations and explore their impact on epidemic transmission. This study simulated the spread of the epidemic in a spatial high-order network based on agent-based model modeling. It explored its propagation dynamics and the impact of spatial characteristics on it. Meanwhile, we construct state-specific rate equations based on the uniform mixing assumption for further analysis. We found that hysteresis loops are an inherent feature of high-order networks in this space under specific scenarios. The evolution curve roughly presents three different states with the initial value change, showing different levels of the endemic balance of low, medium, and high, respectively. Similarly, network snapshots and parameter diagrams also indicate these three types of equilibrium states. Populations in space naturally form components of different sizes and isolations, and higher initial seeds generate higher-order interactions in this spatial network, leading to higher infection densities. This phenomenon emphasizes the impact of high-order interactions and high-order infection rates in propagation. In addition, crowd density and movement speed act as protective and inhibitory factors for epidemic transmission, respectively, and depending on the degree of movement weaken or enhance the effect of hysteresis loops.

The Looping Effects of Medicalizing Grief

The most recent versions of official psychiatric diagnostic guidelines include a new addition: Prolonged Grief Disorder (PGD). PGD is controversial due to concerns about harmful looping effects. Some opponents of PGD’s inclusion in the DSM worry that the diagnosis may pathologize normal human experiences and alienate grievers from their grief. This paper argues that these concerns are less troubling than they initially appear (in part because they assume an unhelpful, and conceptually optional, background understanding of health conditions as pathologies) and calls attention to overlooked beneficial looping effects that might be achieved by medicalizing (some) experiences of grief.

Het Alice in Wonderland-syndroom en psychotische ervaringen: een differentiaaldiagnostische uitdaging

Alice in Wonderland syndrome and psychotic experiences: a challenging differential diagnosis Alice in Wonderland syndrome (AIWS) is an understudied condition associated with a variety of symptoms, from visual and somesthetic perceptual distortions to disturbances in time perception and symptoms in the psychotic spectrum. The syndrome is pathophysiologically associated with cortical dysfunction in sensory brain areas. When AIWS symptoms occur, possible underlying neurological conditions should be investigated as they may be amenable to treatment. From a psychiatric perspective, distinguishing it from disorders within the psychotic spectrum poses a challenge. This article aims to clearly describe the phenomenology and definition of AIWS and to explore whether a strict differential diagnosis with psychotic experiences is possible. To the best of the authors’ knowledge, psychiatric disorders have to this date only been associated with AIWS in adults. A case of a 14-year-old girl with depression and subclinical psychotic symptoms with an unclear origin of AIWS is presented. Presumably, there was a looping effect and the subclinical psychotic symptoms were mistakenly identified as AIWS symptoms. Due to substantial differences in prognosis and treatment, the authors want to emphasize the importance of differentiating AIWS from a (subclinical) psychotic syndrome. It is crucial to thoroughly examine each individual AIWS symptom phenomenologically in all its facets. Additionally, clinicians should be aware of the influence of the looping effect.