This Cambridge "little book" takes up residence in the influential aerie of psychoanalytic studies in Latin poetry, whose best-known members are the Lacanianists Paul Allen Miller and Micaela Janan. Oliensis' contribution is to introduce the father of psychoanalysis to the club. She rightly insists that "the 'Freud' of Freud's Rome is not just a synecdoche for psychoanalysis", and she carefully distinguishes Freud from Lacan. She focuses on mourning, motherhood, and sexual difference, and she studies what she calls the (...) "textual unconscious," looking at issues of sexuality in Catullus, Ovid, and Virgil, an approach she describes as "psychotextual criticism". (shrink)

A manual for Mindful Focusing—a new integration of Western psychology and Buddhist mindfulness techniques for accessing your inherent wisdom and solving life’s problems Ever come up against one of those moments when life requires a response—and you feel clueless? We all have. But there’s good news: you have all the wisdom you need to respond to any situation, even the “impossible” ones. It’s a matter of tuning in to your felt sense: that subtle physical sensation that lives somewhere between your (...) conscious and subconscious mind and that can be accessed through Focusing—the well-known method developed by the psychologist Eugene Gendlin. David Rome’s technique of Mindful Focusing unites Gendlin’s method with Buddhist mindfulness practices to provide a wonderfully effective method for accessing your felt sense—so you can problem solve, deal with challenges, and respond honestly and creatively to the world around you. (shrink)

Recently, Congress has focused on reforms to address pharmacy benefit managers’ (PBMs) role in high drug prices for patients. Congress must not excessively restrict PBMs’ ability to negotiate with manufacturers; alternatively, reforms could be paired with other policies that address the high prices of brand-name drugs.

Another sort of thing resembles works of art in combining existence, message and a kind of presentation, namely, symbols. Hence it seems reasonable to take works of art as symbols. And yet works of art are a special kind of symbol, because in them presentation has a double function. All symbols directly present their meaning; indeed the essential function of symbols is to serve as vehicles for conveying us into the immediate presence of what they mean. But works of art (...) have a second presentational mode of functioning. They also present themselves; and this is true both for abstract and for representational art. (shrink)

This paper addresses one of the ways in which transgender individuals identify with respect to personal history, living “stealth,” whereby transgender individuals do not disclose their transgender status, oftentimes no longer considering themselves transgender. Individuals who live stealth are often criticized for inauthenticity; thus, this paper analyses Sartrean notions of authenticity and personal history, thereby arguing that the person who lives stealth is not living inauthentically but rather is constituting their conception of self through their past, present, and future projects.

This special JLME symposium addresses ways that federal policy can incentivize innovation in medical therapeutics and make pharmaceuticals more financially accessible.

Situation theorists such as Jon Barwise, John Etchemendy, and John Perry have advanced the hypothesis that linguistic and mental representations are ‘situated' in the sense that they are true or false only relative to partial situations. François Recanati has done an important task in reviving and in many respects deepening situation theory. In this chapter, I explore some aspects of Recanati's own account. I focus on situated mental representations, and stress the connection between them and ad hoc or temporary concepts.

Glucagon-like peptide-1 receptor agonists are effective for treating obesity, but the high cost of these medications endangers the financial viability of our health care system. To ensure that these drugs are available to Medicare beneficiaries, pharmaceutical manufacturers must lower their prices.

The European Commission’s proposal to address antimicrobial resistance using transferable exclusivity vouchers (TEVs) is fundamentally flawed. European policymakers and regulators should consider alternatives, such as better funding for basic and clinical research, use of advance market commitments funded by a pay-or-play tax, or enacting an EU Fund for Antibiotic Development.

As is well known, any preorder R on a set U induces an Alexandrov topology on U. In some interesting cases related to data mining an Alexandrov topology can be transformed into different types of logico-algebraic models. In some cases, (pre)topological operators provided by Pointless Topology may define a topological space on U even if R is not a preorder. If this is the case, then we call R a crypto-preorder. The paper studies the conditions under which a relation R (...) is a crypto-preorder and how to transform a crypto-preorder into a proper preorder. (shrink)

Boolean algebras are one of the main algebraic tools in the region-based theory of space. T. Ivanova provided strong motivations for the study of mere semilattices with a contact relation. Another significant motivation for considering an even weaker underlying structure comes from event structures with binary conflict in the theory of concurrent systems in computer science. All the above-hinted notions deal with a binary contact relation. Several authors suggested the more general study of n-ary ‘hypercontact’ relations. A similar evolution occurred (...) in the study of the just mentioned event structures in computer science. To unify the above lines of research, in this paper, we study joining semilattices with a hypercontact relation. We provide representation theorems into Boolean algebras. With a single exception, our proofs are choice-free. We also present several examples and problems; in particular, we briefly discuss some connections with event structures and hypergraphs. (shrink)

We give an affirmative answer to Brendle's and Hrušák's question of whether the club principle together with h > N₁ is consistent. We work with a class of axiom A forcings with countable conditions such that q ≥ n p is determined by finitely many elements in the conditions p and q and that all strengthenings of a condition are subsets, and replace many names by actual sets. There are two types of technique: one for tree-like forcings and one (...) for forcings with creatures that are translated into trees. Both lead to new models of the club principle. (shrink)

We survey the use of club guessing and other PCF constructs in the context of showing that a given partially ordered class of objects does not have a largest, or a universal, element.

The aim of this chapter is to analyze the movie Fight Club, directed by David Fincher, written by Jim Uhls, and first released in the fall of 1999. The movie is based on the homonym novel by Chuck Palahniuk, published in 1996. I will argue that Fight Club is to be understood in primarily existentialist, nonethical, and nonevidential terms, showing the struggle felt by each and every one of us to find a convincing answer to the question of (...) what (if anything) counts as an authentic life that is worth living. Moreover, I will argue that the movie does not merely illustrate the struggle and the existential angst it engenders; it also advances, if not strictly speaking a theoretical answer grounded in an indisputable philosophical reasoning, then at least a practical way to face it. It is only after positively endorsing the claim that absolutely nothing (whatever it may be) externally imposed on a person can give their life ultimate meaning that a person is free to engage in a conscious, laborious, and exhausting attempt at self-affirmation, a full and positive endorsement of one’s own authenticity. (shrink)

Club guessing principles were introduced by Shelah as a weakening of Jensen’s diamond. Most spectacularly, they were used to prove Shelah’s $\textsf{ZFC}$ bound on $2^{\aleph _\omega }$. These principles have found many other applications: in cardinal arithmetic and PCF theory; in the construction of combinatorial objects on uncountable cardinals such as Jónsson algebras, strong colourings, Souslin trees, and pathological graphs; to the non-existence of universals in model theory; to the non-existence of forcing axioms at higher uncountable cardinals; and many (...) more.In this paper, the first part of a series, we survey various forms of club guessing that have appeared in the literature, and then systematically study the various ways in which a club guessing sequence can be improved, especially in the way the frequency of guessing is calibrated.We include an expository section intended for those unfamiliar with club guessing and which can be read independently of the rest of the article. (shrink)

This study examines the semantics of a root form underlying a wide range of Dene lexical expressions. The root evolved from a simple nominal denoting “club” to expressions lexicalizing the movement of stick-like objects and the rotation of helicopter blades. These semantic extensions arise through source-in-target and target-in-source metonymies. Drawing on Cognitive Linguistics, especially the theory of metonymy, offers a method of describing the range of meanings expressed by this root in a concise manner. Focusing on the results of (...) metonymic meaning extensions also opens the way to addressing questions in the history of Dene languages. This study contributes to increasing the typological scope of Cognitive Linguistic approaches and argues for the usefulness of the theory in addressing problems in Dene linguistics. (shrink)

We investigate club guessing sequences and filters. We prove that assuming V=L, there exists a strong club guessing sequence on μ if and only if μ is not ineffable for every uncountable regular cardinal μ. We also prove that for every uncountable regular cardinal μ, relative to the existence of a Woodin cardinal above μ, it is consistent that every tail club guessing ideal on μ is precipitous.

In his book on P max [7], Woodin presents a collection of partial orders whose extensions satisfy strong club guessing principles on ω | . In this paper we employ one of the techniques from this book to produce P max variations which separate various club guessing principles. The principle (+) and its variants are weak guessing principles which were first considered by the second author [4] while studying games of length ω | . It was shown in (...) [1] that the Continuum Hypothesis does not imply (+) and that (+) does not imply the existence of a club guessing sequence on ω | . In this paper we give an alternate proof of the second of these results, using Woodin's P max technology, showing that a strengthening of (+) does not imply a weakening of club guessing known as the Interval Hitting Principle. The main technique in this paper, in addition to the standard P m a x machinery, is the use of condensation principles to build suitable iterations. (shrink)

We present results concerning winning strategies and tactics in club games on [MATHEMATICAL SCRIPT CAPITAL P]math imageλ. We show that there is generally no winning tactic for the player trying to get inside the club. The bound-countable game turns out to be rather fruitful and adds to some previous results about the construction of elementary substructures and their localization in certain intervals. We show that Player II has a winning strategy in the bound-countable game, thus establishing a new (...) ZFC result. The applications given are new proofs for two cardinal diamonds and the impossibility of collapsing cardinals to ℵ2 under certain conditions. (shrink)

Assume $\mathsf {ZF} + \mathsf {AD}$ and all sets of reals are Suslin. Let $\Gamma $ be a pointclass closed under $\wedge $, $\vee $, $\forall ^{\mathbb {R}}$, continuous substitution, and has the scale property. Let $\kappa = \delta (\Gamma )$ be the supremum of the length of prewellorderings on $\mathbb {R}$ which belong to $\Delta = \Gamma \cap \check \Gamma $. Let $\mathsf {club}$ denote the collection of club subsets of $\kappa $. Then the countable length everywhere (...) club uniformization holds for $\kappa $ : For every relation $R \subseteq {}^{<{\omega _1}}\kappa \times \mathsf {club}$ with the property that for all $\ell \in {}^{<{\omega _1}}\kappa $ and clubs $C \subseteq D \subseteq \kappa $, $R(\ell,D)$ implies $R(\ell,C)$, there is a uniformization function $\Lambda : \mathrm {dom}(R) \rightarrow \mathsf {club}$ with the property that for all $\ell \in \mathrm {dom}(R)$, $R(\ell,\Lambda (\ell ))$. In particular, under these assumptions, for all $n \in \omega $, $\boldsymbol {\delta }^1_{2n + 1}$ satisfies the countable length everywhere club uniformization. (shrink)

Released in 1999, _Fight Club_ is David Fincher’s popular adaption of Chuck Palahniuk’s cult novel, and one of the most philosophically rich films of recent years. This is the first book to explore the varied philosophical aspects of the film. Beginning with an introduction by the editor that places the film and essays in context, each chapter explores a central theme of _Fight Club_ from a philosophical perspective. Topics discussed include: _Fight Club_, Plato’s cave and Descartes’ cogito moral disintegration identity, (...) gender and masculinity visuals and narration. Including annotated further reading at the end of each chapter, _Fight Club_ is essential reading for anyone interested in the film, as well as those studying philosophy and film studies. (shrink)