This article explores the utility of content-embedded working memory capacity (WMC) tasks for advancing second language (L2) research. While both complex span and content-embedded tasks implement a dual-task paradigm that requires processing and maintenance of information, they differ in that the former demand maintenance of extraneous memory elements during processing, while the latter demand processing and maintenance of the same elements. Since manipulating information stored in working memory is critical for L2 processing and development, particularly in intentional learning contexts, content-embedded tasks may serve as strong predictors of several linguistic outcomes. We report preliminary evidence suggesting that both content-embedded tasks (available in IRIS [https://www.iris-database.org/details/iv6nR-HD9NQ]) and complex span tasks can be significant predictors of explicit L2 aptitude and L2 reading comprehension, but that content-embedded tasks can show advantages over complex span tasks in some instances. We discuss methodological implications for the measurement of WMC in L2 research.

Let X be the sum of a diffusion process and a Lévy jump process, and for any integer $n\ge 1$ let $\phi_n$ be a function defined on $\mathbb{R}^2$ and taking values in $\mathbb{R}$, with adequate properties. We study the convergence of functionals of the type

\begin{align*} \Delta_n\sum_{i=1}^{[t/\Delta_n]} \phi_n\!\left(\alpha_n\left[\frac{X_{(i-1)\Delta_n}}{\alpha_n}\right], \:\frac{\alpha_n}{\sqrt{\Delta_n}}\left(\left[\frac{X_{i\Delta_n}}{\alpha_n}\right]-\left[\frac{X_{(i-1)\Delta_n}}{\alpha_n}\right]\right)\right),\end{align*}

$(\Delta_n)$

$(\alpha_n)$

$n\to +\infty$

$\frac{\alpha_n}{\sqrt{\Delta_n}}$

$[0,+\infty)$]

In this article, we describe meromorphic solutions of certain partial differential equations, which are originated from the algebraic equation $P(f,g)=0$, where P is a polynomial on $\mathbb {C}^2$. As an application, with the theorem of Coman–Poletsky, we give a proof of the classic theorem: Every meromorphic solution $u(s)$ on $\mathbb {C}$ of $P(u,u')=0$ belongs to W, which is the class of meromorphic functions on $\mathbb {C}$ that consists of elliptic functions, rational functions and functions of the form $R(e^{a s})$, where R is rational and $a\in \mathbb {C}$. In addition, we consider the factorization of meromorphic solutions on $\mathbb {C}^n$ of some well-known PDEs, such as Inviscid Burgers’ equation, Riccati equation, Malmquist–Yosida equation, PDEs of Fermat type.

In this study, we introduce multiple zeta functions with structures similar to those of symmetric functions such as the Schur P-, Schur Q-, symplectic and orthogonal functions in representation theory. Their basic properties, such as the domain of absolute convergence, are first considered. Then, by restricting ourselves to the truncated multiple zeta functions, we derive the Pfaffian expression of the Schur Q-multiple zeta functions, the sum formula for Schur P- and Schur Q-multiple zeta functions, the determinant expressions of symplectic and orthogonal Schur multiple zeta functions by making an assumption on variables. Finally, we generalize those to the quasi-symmetric functions.

The aim of this article is to analyse the Italian Nuova Destra. The first part examines the birth of the Nuova Destra within the current of the Movimento Sociale Italiano (MSI), referring particularly to Pino Rauti, a founder and leader. Following the experience of the magazine La Voce della Fogna and the Hobbit Camps, the first publishing initiatives of the Nuova Destra – Diorama letterario and Elementi, influenced by Alain de Benoist and the French Nouvelle Droite – were established. The second part analyses the path of the Nuova Destra as an autonomous cultural current. After Marco Tarchi’s expulsion from the MSI in 1981, the Nuova Destra launched an aggressive publishing strategy that failed to make the necessary organisational leap and came to an end around 1994. Nevertheless, the Nuova Destra has created a recognisable current, culturally eclectic and capable of ranging over different fields of knowledge with ‘metapolitics’ and ‘right-wing Gramscism’.

We prove that there exists a left-c.e. Polish space not homeomorphic to any right-c.e. space. Combined with some other recent works (to be cited), this finishes the task of comparing all classical notions of effective presentability of Polish spaces that frequently occur in the literature up to homeomorphism.

We employ our techniques to provide a new, relatively straightforward construction of a computable Polish space K not homeomorphic to any computably compact space. We also show that the Banach space $C(K;\mathbb {R})$ has a computable Banach copy; this gives a negative answer to a question raised by McNicholl.

We also give an example of a space that has both a left-c.e. and a right-c.e. presentation, yet it is not homeomorphic to any computable Polish space. In addition, we provide an example of a $\Delta ^0_2$ Polish space that lacks both a left-c.e. and a right-c.e. copy, up to homeomorphism.

This paper answers the question of how, according to Hegel, we can do philosophy of right. The first part of the paper deals with a critical dimension of Hegel’s understanding of the method of the philosophy of right. In the second part, it is shown that in the philosophy of right we consciously look at the present as forming a comprehensive context, as something that is resistant to mere thought and as something that is temporal. According to Hegel, what we consider in this way is concrete.

Challenging China’s official history since the establishment of the People’s Republic in 1949 is uncommon among Chinese theatre makers in the twenty-first century. Given the stringent rules that severely limit artistic expression, such attempts are rare and, aesthetically, noticeably obscure. Director Wang Chong (b. 1982) and his collective Théâtre du Rêve Expérimental nevertheless embark on an audacious journey of deconstructing and reassembling some of China’s most taboo historical moments in their productions The Warfare of Landmine 2.0 (Dileizhan 2.0, 2013) and Lu Xun (Da xiansheng, 2016). Wang’s critical reconfiguration of deliberately forgotten violent events from the Maoist and post-Maoist eras is articulated onstage through the intermediation of far more visible and “stage-safe” historical moments that predate Maoist China. While obscuring the direct messages of the performances, Wang’s cunning technique of contesting Beijing’s memory of politically sensitive events manages to unearth “hidden” violent moments of which many Chinese youth today may be completely oblivious.

We study an optimal inventory control problem under a reflected jump–diffusion netflow process with state-dependent jumps, in which the intensity of the jump process can depend on the inventory level. We examine the well-posedness of the associated integro-differential Hamilton–Jacobi–Bellman (ID-HJB) equation with Neumann boundary condition in the classical sense. To achieve this, we first establish the existence of viscosity solutions to the ID-HJB equation of an auxiliary control problem with a compact policy space, which is proved to be equivalent to the primal problem. We reformulate the ID-HJB equation as a Neumann HJB equation with the (non-local) integral term expressed in terms of the value function of the auxiliary problem and prove the existence of a unique classical solution to the Neumann HJB equation. Then, the well-posedness of the primal ID-HJB equation follows from the unique classical solution of the Neumann HJB equation and the existence of viscosity solutions to the auxiliary ID-HJB equation. Based on this classical solution, we characterize the optimal (admissible) inventory control strategy and show the verification result for the primal control problem.

Despite the decline in mortality rates among children in developing countries, disparities persist between countries, particularly between twins and singletons. This study employed data from nine Demographic and Health Surveys in the Dominican Republic and Haiti to estimate and compare mortality rates for twins and singletons in categories of the under-5 age group (neonatal, postneonatal, and child mortality) and examine the factors associated with excess mortality among twins. From 1996 to 2013, the under-5 mortality rate (U5MR) for singletons in the Dominican Republic declined from 56‰ (95% CI [47, 64) to 30‰ (22–39) and from 108‰ (53–164) to 53‰ (16–89) among twins. In Haiti, between 1994 and 2016, the U5MR declined from 121‰ (109–133) to 77‰ (68–80) for singletons and from 432‰ (327–538) to 204‰ (149–260) among twins. The adjusted risk of neonatal death for twins is 1.4 (1.0–1.9) times higher than for singletons in the Dominican Republic, compared to a risk of 4.3 (3.5–5.3) times higher in Haiti. In the post-neonatal period, the mortality risk for twins in the Dominican Republic was 1.8 (1.0–3.1) times higher than that for singletons, 2.9 (2.3–3.8) in Haiti. The risk of death for twins was not significantly different from that for singletons in both the Dominican Republic and Haiti at ages 1–4 years. Low birth weight, lack of breastfeeding, absence of, or inadequate, antenatal care, noncesarean section birth, and high birth order were associated with excess mortality among twins in both countries.

The developmental environment can have an especially large impact on life history plasticity in animals, influencing body size, reproductive success, and longevity. This is because developmental processes interact with environmental factors to determine phenotypes such as body size, sexual investment, and metabolic rate, which in turn can influence longevity and senescence. We investigated how natural differences in the larval environment (discarded moose antlers) influenced development time, survival, and mating success of wild male antler flies, Protopiophila litigata Bonduriansky (Diptera: Piophilidae). Antlers become depleted of resources from year to year, as multiple generations of larvae feed within them. We collected larvae that grew inside nine different shed moose antlers, and we individually tracked them in the field as adults. Moose antlers that were more attractive to adult P. litigata also supported a greater number of larvae, suggesting they are of higher quality. Flies that developed in more attractive antlers completed metamorphosis more quickly but did not differ in body size, longevity, or lifetime mating success. This suggests that the observed differences in larval density may, in part, balance the variation in resource availability among antlers. Regardless of natal antler, large male P. litigata tended to live longer and have higher mating success, as found in previous studies of this species.

Laueite/stewartite epitaxy was studied using single-crystal diffraction applied to a composite crystal from Hagendorf-Süd, Bavaria. The orientation relationships between the crystals of the two minerals was facilitated by using a non-conventional B$\bar {1}$ space group setting for stewartite, giving unit cells with parallel axes and with as = 2al, bs = bl and cs = 2cl. Face indexing of the crystals of the two minerals confirmed the epitaxial relationship, with the {100} and {010} faces parallel. The plane of epitaxy is {010}. Refinement of laueite and stewartite datasets extracted from the composite-crystal data collection showed a significant decrease in the mean Mn-site bond distances in laueite, consistent with chemical analyses of the crystals that gave site compositions of Mn0.92Fe3+0.08 for stewartite and Mn0.66Mg0.17Fe3+0.17 for laueite. The epitaxial growth of laueite on {010} planes of stewartite appears to have been initiated by a change in solution chemistry. Possible paragenesis of the secondary phosphate minerals from primary triphylite is discussed.