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Crime fiction first emerged in the Victorian era and its series form continues to dominate the genre. Despite the prevalence of crime series, very little research has been done on how character is conceived. The Element's focus is contemporary, from the 1970s onward, and it determines the theory and conventions behind writing the detectives in these modern meganarratives. Exemplary series and a range of subgenres are analysed, thriller to cosy crime, professional investigator to amateur sleuth, embracing diversity and different gender identities. Previous examinations have tended to interpret the detective figure as either mythic or realist, but the author argues that both modes are combined in the contemporary crime series, generating a mythorealist protagonist. This creative-critical Element celebrates the vibrancy of the form and its capacity to investigate the human condition. It also considers future trends and concludes with the author's own guide to writing a crime fiction series.
There is a strong case to be made for defining the early plays of the Dublin Trilogy as a series. A series is a sequence of related texts, and these texts occupy two states simultaneously: independence and interaction. The associated term ‘seriality’ describes the state of interaction between serial texts, and reflections on the operations of ‘seriality’ have emerged from a range of academic disciplines. This chapter examines O’Casey’s most famous writings in the context of serial narrative, serial publication, and serial consumption.
The chapter explores the economics of translating Virgil, examining the role of patrons, printers, publishing houses and presses. I first explore the relationships of translators with their patrons, publishers and printers, in France, Italy and Britain during the first two centuries of the print era. I reveal the tension between the desire to satisfy the elite’s need for exclusive badges of culture and the impulse to extend the vernacularization of Virgil by producing accessible translations for less educated readers. I investigate the power relations involved in initiating or commissioning translations, with examples from Cinquecento Italy, and the funding of expensive folio editions in France and England. In Victorian England, translations published in low-priced series of books, including Everyman’s Library, flourish alongside ambitious luxury productions. The chapter concludes with a study of Virgil’s works in the Penguin Classics series in the twentieth and twenty-first centuries.
entities stand as crystallizations of a distinctly Aegean manner of animalian compositeness that is highly intuitive in its integration. These entities – the boar’s tusk helmet, ox-hide shield and ikrion (ship cabin) – embody this dynamic in an arrant fashion, since, while each is prominently animalian and bodily, they do not themselves take the shapes of animal physiques. Instead, they brought novel, conventional object-forms to animalian presences in the Aegean. By not standing as animals themselves, they starkly draw out the potent relational dynamics that could be realized between creatures, and between creatures and things. Discussion ultimately concerns the added complexity introduced to the statuses of these entities when rendered in movable representational media like glyptic and painted ceramics; particular attention comes to their frequent rendering in series. While seriation is often read as simplifying something’s status to the merely ornamental, I argue, instead, that articulation of shields, helmets and ikria in series imbued them with a peculiar, complex dynamism.
I look at Wittgenstein’s statement, in his letter to Russell, of the “main contention” of his book. I consider also the relation between his main contention and what he describes in the book as his fundamental idea. I discuss also what he means when he says that what he calls his main contention, and his main point is the cardinal problem of philosophy.
This chapter studies two contrasting models for predictive thinking and representation in Thomas Hardy. In The Return of the Native (1878), Hardy’s depiction of repetitive phenomena evokes one renovated account of logico-mathematical probability, John Venn’s empirical theory about how we judge from series of instances. In the novel’s palpably antiquated rural setting – where characters intuit more than they see, gamble by the light of glowworms, and infer human plots from long-run traces in the material world – the abstractions of Victorian logic acquire concrete form. In The Mayor of Casterbridge (1886), by contrast, serial iterations are compressed into images. Hardy designs literary equivalents of Francis Galton’s “composite photographs,” used to model statistical data and mental processes. Characters think in overlays, detecting a parent’s face playing over that of a child, designing a future self by laying transparencies over the present, and imagining human plots as grids from overhead. Serial and composite thinking extend to Hardy’s “approximative” theory of fiction. He uses these tropes as an implicit riposte to critics and advocates for a novelistic realism tolerant of repetition, coincidence, and improbability.
Les inputs audiovisuels tels que les films et les séries sont de plus en plus souvent utilisés dans les cours de langue étrangère (LE) car ils permettent une exposition authentique à la langue. Plusieurs études suggèrent qu’ils soutiennent l’apprentissage de nouveaux mots, mais que l’inclusion d’activités de pré-/post-visionnage pourrait renforcer cet apprentissage. La présente étude a été menée en Suisse alémanique et s’intéresse à l’effet de la présence et du placement d’une telle activité sur l’apprentissage de 51 mots cibles. Dans une étude within-design, 97 apprenants de français langue étrangère de 13–14 ans ont regardé trois extraits de la série télévisée « Plan Cœur » (Netflix, 2018). Les trois conditions étaient : épisode seul, épisode et activité avant, épisode et activité après. Les activités portaient sur la reconnaissance du sens des mots cibles. Trois post-tests immédiats et un post-test différé du même type (reconnaissance de sens) ont été effectués auprès des quatre classes de niveau scolaire supérieur (classes générales et prégymnasiales/GPG) et des deux classes de niveau scolaire inférieur (classes à exigences de base/EBA). Nos résultats confirment la supériorité des conditions avec activité ainsi qu’une différence (peu surprenante) selon le niveau scolaire. On trouve aussi une interaction entre le moment de test et condition avec plus de réponses correctes aux post-tests immédiats. La différence entre activité pré et post est cependant négligeable. Ces résultats soulignent l’importance des activités pré-/post-visionnage pour l’apprentissage de nouveaux mots en LE.
The structure of Shakespearean drama does not fit easily into the novel-like episodic sequence of the television series. It is therefore no wonder that none of the serialized adaptations of Romeo and Juliet seem to have survived the first season of their broadcast. Nonetheless, the two series examined here, Star-Crossed (created by Meredith Averill for CW, 2014) and Still Star-Crossed (created by Heather Mitchell for ABC, 2017) are worthy of critical attention for a number of reasons. They appear to take radically different paths in appropriating the famously ill-fated romance to contemporary television screens, both in terms of genre and setting, language and style, and also in the way they intend to open up the play’s dramatic structure into a potentially endless sequence of episodes.
This chapter uses a transmedia approach to compare three international web-series adaptations of Romeo and Juliet: Romeu and Romeu (Brazil, 2016), Rome and Juliet (USA, 2017), and Romil and Jugal (India, 2018/2019), arguing that these shows use transmedia conventions to foreground how they re-write the Shakespearean text. All three shows included at least one protagonist with aspirations to succeed in the performing arts, and included lines from that play as set pieces. All three altered Shakespeare’s tragic ending to conclude with young people who feel supported within their sexuality and with previously hostile families reconciled. But the shows also added additional identity markers – whether of caste, language, social class, able-bodiedness, region or career aspirations – to the conflicts faced by their youthful protagonists, and some of these identity markers overshadowed the romantic plot to such an extent that none of these endings is 'happy' in a traditional or fairy-tale sense. I conclude that the transmedia characteristics of these shows make these adaptations ‘queer’.
The introduction provides an overview of Romeo and Juliet on screen, outlining the landmark adaptations as well as lesser-known adaptations and demonstrating the global, cross-cultural phenomenon of the play’s screen afterlives. It sets out the issues for adaptation that the Romeo and Juliet films have engaged with, such as: the intersections of love and violence that have proved continually relevant to the contemporary world, whether dealing with racial, ethnic, familial or gender violence in different cultural contexts; the challenges of translating Shakespeare’s language for the screen and across different linguistic and cultural contexts; how conventions of genre, gender and sexuality have been challenged and played with; what works can be classified as an adaptation or appropriation of Romeo and Juliet; and interfilmic dialogues. The introduction thus provides a framework within which to place the subsequent chapters and illuminate the central relevance of Romeo and Juliet on screen both for Shakespeare studies and for contemporary screen culture.
I will explore how web-series adaptations of Romeo and Juliet challenge and revise the famous (and infamous) narrative of the star-crossed lovers. Participating in a new model for Shakespeare on screen, these series change the plot of Shakespeare’s Romeo and Juliet, expanding the number and variety of the female characters, adapting Shakespeare to address issues of gender, sexuality and love in the digital age. The young women who create web-series such as Any Other Rosie, Any Other Vlog, Jules and Monty and Rome and Juliet shift the viewer’s focus away from Juliet and her complicated legacy.
Thomas Hoccleve has long been identified both as an autobiographical poet and as a poet who hoped that his writings would speak on his behalf to prospective readers and patrons. This chapter builds upon these insights by suggesting that Hoccleve felt certain literary materials could exercise a quasi-religious or even quasi-legal force, or “vertu,” in the social world. I argue that Hoccleve’s faith in this idea was motivated by his familiarity with two other late-medieval discourses in which certain words were believed to possess a direct and unmediated kind of power: the language of Lancastrian bureaucracy, which Hoccleve knew firsthand from his work at the Privy Seal, and the language of the church, and in particular sacramental language. I suggest that, in the Series, Hoccleve attempts to write a kind of poetry that will exercise an analogous kind of “vertu” upon his audience. By composing a book that will speak directly to the “prees” on his behalf, he hopes to circumvent the skepticism with which his own words have been received by his readers and patrons in the wake of his “wilde infirmitee”—even if he doubts that, in the end, the Series will do exactly what he wishes.
Chapter 7 explores recent splinters or CFs in the making. It investigates the profitability of five initial and eight final splinters, originally viewed as blend parts and later developed as frequent spliters used in series, to form new words by analogy.
Using Mathematica and the Wolfram Language to engage with the calculus of functions of a single variable. Includes limits, continuity, differentiation, integration, sequences, and series.
The signature is an important structural characteristic of a coherent system. Its computation, however, is often rather involved and complex. We analyze several cases where this complexity can be considerably reduced. These are the cases when a ‘large’ coherent system is obtained as a series, parallel, or recurrent structure built from ‘small’ modules with known signature. Corresponding formulae can be obtained in terms of cumulative notions of signatures. An algebraic closure property of families of homogeneous polynomials plays a substantial role in our derivations.
A general analytic approach is proposed for nonlinear eigenvalue problems governed by nonlinear differential equations with variable coefficients. This approach is based on the homotopy analysis method for strongly nonlinear problems. As an example, a beam with arbitrary variable cross section acted on by a compressive axial load is used to show its validity and effectiveness. This approach provides us with great freedom to transfer the original nonlinear buckling equation with variable coefficients into an infinite number of linear differential equations with constant coefficients that are much easier to solve. More importantly, it provides us with a convenient way to guarantee the convergence of solution series. As an example, the beam displacement and the critical buckling load can be obtained for arbitrary variable cross sections. The influence of nonuniformity of moment of inertia is investigated in detail and the optimal distributions of moment of inertia are studied. It is found that the critical buckling load of a beam with the optimal distribution of moment of inertia can be approximately 21–22% larger than that of a uniform beam with the same average moment of inertia. Mathematically, this approach is rather general and thus can be used to solve many other linear/nonlinear differential equations with variable coefficients.
Let $C$ be the class of convex sequences of real numbers. The quadratic irrational numbers can be partitioned into two types as follows. If $\alpha$ is of the first type and $\left( {{c}_{k}} \right)\,\in C$, then $\sum{{{(-1)}^{\left\lfloor k\alpha\right\rfloor }}}{{c}_{k}}$ converges if and only if ${{c}_{k}}\log k\to 0$.If $\alpha$ is of the second type and $\left( {{c}_{k}} \right)\,\in C$, then $\sum{{{(-1)}^{\left\lfloor k\alpha\right\rfloor }}}{{c}_{k}}$ converges if and only if $\sum{{{c}_{k}}/k}$ converges. An example of a quadratic irrational of the first type is $\sqrt{2}$, and an example of the second type is $\sqrt{3}$. The analysis of this problem relies heavily on the representation of $\alpha$ as a simple continued fraction and on properties of the sequences of partial sums $S\left( n \right)\,=\,{{\sum\nolimits_{k=1}^{n}{\left( -1 \right)}}^{\left\lfloor k\alpha\right\rfloor }}$ and double partial sums $T\left( n \right)\,=\,\sum\nolimits_{k=1}^{n}{\,S\left( k \right)}$.
We compute the (generalized) Poincaré series of the multi-index filtration defined by a finite collection of divisorial valuations on the ring $\mathcal{O}_{\mathbb{C}^2,0}$ of germs of functions of two variables. We use the method initially elaborated by the authors and Campillo for computing the similar Poincaré series for the valuations defined by the irreducible components of a plane curve singularity. The method is essentially based on the notions of the so-called extended semigroup and of the integral with respect to the Euler characteristic over the projectivization of the space of germs of functions of two variables. The last notion is similar to (and inspired by) the notion of the motivic integration.
A function M is defined which maps the plane onto a square region in such a way that the planar graphs In, exp, X, —X, 1/X, and all compositions formed from them are transformed into straight lines. One can then solve for their intersections. It also provides a natural definition for the repeated composition of In with itself t times, where t can be a non-integer.
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