"Indefinite is the first major ethnographic study of American jails since the advent of racialized mass incarceration. The author was confined in a southern California county jail system during which time, he conducted what he calls an organic ethnography of jail life. The resulting study is an investigation of the vagaries of jail living, the relationship between custodial deputies and penal residents, the endurance strategies residents employed to protect their emotional selves from being overwhelmed by the nature of jail punishment, and consequences of extremes of vulnerability, uncertainty, and penal time. Indefinite toggles between what is peculiar to jail time and what is familiar in broader social life to develop general concepts, sensitizing schemes, and theories about social life that expand beyond the specifics of jail without reducing jail to a mere case study"--

A novel view of the syntax-semantics interface that analyzes the behavior of indefinite objects. In Indefinite Objects, Luis López presents a novel approach to the syntax-semantics interface using indefinite noun phrases as a database. Traditional approaches map structural configurations to semantic interpretations directly; López links configuration to a mode of semantic composition, with the latter yielding the interpretation. The polyvalent behavior of indefinites has long been explored by linguists who have been interested in their syntax, semantics, and case morphology, and López's contribution can be seen as a synthesis of findings from several traditions. He argues, first, that scrambled indefinite objects are composed by means of Function Application preceded by Choice Function while objects in situ are composed by means of Restrict. This difference yields the different interpretive possibilities of indefinite objects. López's more nuanced approach to the syntax-semantics interface turns out to be rich in empirical consequences. Second, he proposes that short scrambling also yields Differential Marking, provided that context conditions are fulfilled, while in situ objects remain unmarked. Thus, López contributes to the extensive literature on Differential Object Marking by showing that syntactic configuration is a crucial factor. López substantiates this approach with data from Spanish, Hindi-Urdu, Persian (Farsi), Kiswahili, Romanian, and German.

Presents an encyclopaedic investigation of indefinite pronouns in the languages of the world. This book shows that the range of variation in the functional and formal properties of indefinite pronouns is subject to a set of universal implicational constraints, and proposes explanations for these universals.

A revelatory memoir about sex, oppression, and the universal struggle for justice. From his time as a child in 1960s India, Siddharth Dube knew that he was different. Reckoning with his femininity and sexuality—and his intellect—would send him on a lifelong journey of discovery: from Harvard classrooms to unsafe cruising sites; from ivory-tower think-tanks to shantytowns; from halls of power at the UN and World Bank to jail cells where sexual outcasts are brutalized. Coming of age in the earliest days of AIDS, Dube was at the frontlines when that disease made rights for gay men and for sex workers a matter of basic survival, pushing to decriminalize same-sex relations and sex work in India, both similarly outlawed under laws dating back to British colonial rule. He became a trenchant critic of the United States’ imposition of its cruel anti-prostitution policies on developing countries—an effort legitimized by leading American feminists and would-be do-gooders—warning that this was a 21st century replay of the moralistic Victorian-era campaigns that had spawned endless persecution of countless women, men, and trans individuals the world over. Profound, ferocious, and luminously written, An Indefinite Sentence is both a personal and political journey, weaving Dube’s own quest for love and self-respect with unforgettable portrayals of the struggles of some of the world’s most oppressed people, those reviled and cast out for their sexuality. Informed by a lifetime of scholarship and introspection, it is essential reading on the global debates over sexuality, gender expression, and of securing human rights and social justice in a world distorted by inequality and right-wing ascendancy.

In 1998, the U.S. Army became the only service to shift its senior enlistment force from a fixed enlistment contract system to indefinite reenlistment, which eliminated the reenlistment requirement in the latter half of a noncommissioned officer's career and placed them on the same indefinite service contract as officers. This study considers the utility of this program and potential applicability to the other service branches.

This book covers recent results in linear algebra with indefinite inner product. It includes applications to differential and difference equations with symmetries, matrix polynomials and Riccati equations. These applications are based on linear algebra in spaces with indefinite inner product. The latter forms an independent branch of linear algebra called indefinite linear algebra. This new subject is presented following the principles of a standard linear algebra course.

This work underscores the need to examine history philosophically, not only to better appreciate how it unfolds and relates to our own unfolding lives, but to better appreciate our free engagement in this changing world. Linking a conception of ourselves as free beings to the historical process was of central importance to the classical speculative philosophies of history of the nineteenth century, most notably Hegel’s. Michel Foucault’s work is often taken to be the antithesis of this kind of speculative approach. This book argues that Foucault, on the contrary, like Hegel, sees freedom as tied to the self-movement of thought as it realizes and shapes the world. Unlike Hegel, however, he does not see in that self-movement the process of Spirit reconciling itself with the world and thereby realizing itself as freedom. Rather, he sees in the freedom at the core of the self-movement of thought a possible threat around which that movement consolidates itself and gives shape to the world. Foucault’s work is therefore not a simple rejection of Hegel’s speculative philosophy of history, but rather an inversion of the manner in which history and freedom are related: for Hegel history realizes or actualizes the “idea” of freedom, whereas for Foucault freedom realizes or actualizes the “materiality” of history.

This modern introduction to operator theory on spaces with indefinite inner product discusses the geometry and the spectral theory of linear operators on these spaces, the deep interplay with complex analysis, and applications to interpolation problems. The text covers the key results from the last four decades in a readable way with full proofs provided throughout. Step by step, the reader is guided through the intricate geometry and topology of spaces with indefinite inner product, before progressing to a presentation of the geometry and spectral theory on these spaces. The author carefully highlights where difficulties arise and what tools are available to overcome them. With generous background material included in the appendices, this text is an excellent resource for researchers in operator theory, functional analysis, and related areas as well as for graduate students.

By definition, an indefinite inner product space is a real or complex vector space together with a symmetric (in the complex case: hermi tian) bilinear form prescribed on it so that the corresponding quadratic form assumes both positive and negative values. The most important special case arises when a Hilbert space is considered as an orthogonal direct sum of two subspaces, one equipped with the original inner prod uct, and the other with -1 times the original inner product. The subject first appeared thirty years ago in a paper of Dirac [1] on quantum field theory (d. also Pauli [lJ). Soon afterwards, Pontrja gin [1] gave the first mathematical treatment of an indefinite inner prod uct space. Pontrjagin was unaware of the investigations of Dirac and Pauli; on the other hand, he was inspired by a work of Sobolev [lJ, unpublished up to 1960, concerning a problem of mechanics. The attempts of Dirac and Pauli to apply the concept and elemen tary properties of indefinite inner product spaces to field theory have been renewed by several authors. At present it is not easy to judge which of their results will contribute to the final form of this part of physics. The following list of references should serve as a guide to the extensive literature: Bleuler [1], Gupta [lJ, Kallen and Pauli [lJ, Heisen berg [lJ-[4J, Bogoljubov, Medvedev and Polivanov [lJ, K.L. Nagy [lJ-[3], Berezin [lJ, Arons, Han and Sudarshan [1], Lee and Wick [1J.