Locating poetry in a philosophy of the everyday, Brett Bourbon continues a tradition of attention to logic in everyday utterances through Wittgenstein, Austin, Quine, and Cavell, arguing that poems are events of form, not just collections of words, which shape everyone's lives. Poems taught in class are formalizations of the everyday poems we live amidst, albeit unknowingly. Bourbon resurrects these poems to construct an anthropology of form that centers everyday poems as events or interruptions within our lives. Expanding our understanding of what a poem is, this book argues that poems be understood as events of form that may depend on words but are not fundamentally constituted by them. This line of thought delves into a poem's linguistic particularity, to ask what a poem is and how we know. By reclaiming arenas previously ceded to essayists and literary writers, Bourbon reveals the care and attention necessary to uncovering the intimate relationship between poems, life, reading and living. A philosophical meditation on the nature of poetry, but also on the meaning of love and the claim of words upon us, Everyday Poetics situates the importance of everyday poems as events in our lives.

Bertrand Russell, (1872 - 1970) was a British philosopher, logician, mathematician, historian, and social critic. Russell's books are excellent for those who have no experience of reading philosophy. This volume contains many of his most notable works: The Problems with Philosophy, The Analysis of the Mind, Mysticism and Logic and other Essays, Political Ideals, The Problem of China, The Practice and Theory of Bolshevism, Proposed Roads to Freedom, Our Knowledge of the External World as a Field for Scientific Method in Philosophy

This textbook/software package covers first-order language in a method appropriate for a wide range of courses, from first logic courses for undergraduates (philosophy, mathematics, and computer science) to a first graduate logic course. The accompanying online grading service instantly grades solutions to hundreds of computer exercises. The second edition of "Language, Proof and Logic" represents a major expansion and revision of the original package and includes applications for mobile devices, additional exercises, a dedicated website, and increased software compatibility and support.

Set theory is an autonomous and sophisticated field of mathematics that is extremely successful at analyzing mathematical propositions and gauging their consistency strength. It is as a field of mathematics that both proceeds with its own internal questions and is capable of contextualizing over a broad range, which makes set theory an intriguing and highly distinctive subject. This handbook covers the rich history of scientific turning points in set theory, providing fresh insights and points of view. Written by leading researchers in the field, both this volume and the Handbook as a whole are definitive reference tools for senior undergraduates, graduate students and researchers in mathematics, the history of philosophy, and any discipline such as computer science, cognitive psychology, and artificial intelligence, for whom the historical background of his or her work is a salient consideration
Serves as a singular contribution to the intellectual history of the 20th centuryContains the latest scholarly discoveries and interpretative insights

This text examines the many transformations in Husserl's phenomenology that his discoveries of the nature of appearing lead to. It offers a comprehensive look at the Logical Investigations' delimitation of the phenomenological field, and continues with Husserl's account of our consciousness of time. This volume examines Husserl's turn to transcendental idealism and the problems this raises for our recognition of other subjects. It details Husserl's account of embodiment and takes largely from his manuscripts, both published and unpublished, dealing with his theory of instincts, his considerations of mortality and the teleological character of our existence. This book appeals to students and researchers and presents a genetic account of our selfhood, one that unifies Husserl's different claims about who and what we are.

Material objects persist through time and survive change. How do they manage to do so? What are the underlying facts of persistence? Do objects persist by being "wholly present" at all moments of time at which they exist? Or do they persist by having distinct "temporal segments" confined to the corresponding times? Are objects three-dimensional entities extended in space, but not in time? Or are they four-dimensional spacetime "worms"? These are matters of intense debate, which is now driven by concerns about two major issues in fundamental ontology: parthood and location. It is in this context that broadly empirical considerations are increasingly brought to bear on the debate about persistence.
Persistence and Spacetime pursues this empirically based approach to the questions. Yuri Balashov begins by setting out major rival views of persistence -- endurance, perdurance, and exdurance -- in a spacetime framework and proceeds to investigate the implications of Einstein's theory of relativity for the debate about persistence. His overall conclusion -- that relativistic considerations favour four-dimensionalism over three-dimensionalism -- is hardly surprising. It is, however, anything but trivial. Contrary to a common misconception, there is no straightforward argument from relativity to four-dimensionalism. The issues involved are complex, and the debate is closely entangled with a number of other philosophical disputes, including those about the nature and ontology of time, parts and wholes, material constitution, causation and properties, and vagueness.

To clarify and facilitate our inquiries we need to define a disquotational truth predicate that we are directly licensed to apply not only to our own sentences as we use them now, but also to other speakers' sentences and our own sentences as we used them in the past. The conventional wisdom is that there can be no such truth predicate. For it appears that the only instances of the disquotational pattern that we are directly licensed to accept are those that define "is true" for our own sentences as we use them now. Gary Ebbs shows that this appearance is illusory. He constructs an account of words that licenses us to rely not only on formal (spelling-based) identifications of our own words, but also on our non-deliberative practical identifications of other speakers' words and of our own words as we used them in the past. To overturn the conventional wisdom about disquotational truth, Ebbs argues, we need only combine this account of words with our disquotational definitions of truth for sentences as we use them now. The result radically transforms our understanding of truth and related topics, including anti-individualism, self-knowledge, and the intersubjectivity of logic.

This volume of newly written chapters on the history and interpretation of Wittgenstein's Tractatus represents a significant step beyond the polemical debate between broad interpretive approaches that has recently characterized the field. Some of the contributors might count their approach as 'new' or 'resolute', while others are more 'traditional', but all are here concerned primarily with understanding in detail the structure of argument that Wittgenstein presents within the Tractatus, rather than with its final self-renunciation, or with the character of the understanding that renunciation might leave behind. The volume makes a strong case that close investigation, both biographical and textual, into the composition of the Tractatus, and into the various influences on it, still has much to yield in revealing the complexity and fertility of Wittgenstein's early thought. Amongst these influences Kant and Kierkegaard are considered alongside Wittgenstein's immediate predecessors in the analytic tradition. The themes explored range across the breadth of Wittgenstein's book, and include his accounts of ethics and aesthetics, as well as issues in metaphysics and the philosophy of mind, and aspects of the logical framework of his account of representation. The contrast of saying and showing, and Wittgenstein's attitude to the inexpressible, is of central importance to many of the contributions. By approaching this concern through the various first-level issues that give rise to it, rather than from entrenched schematic positions, the contributors demonstrate the possibility of a more inclusive, constructive and fruitful mode of engagement with Wittgenstein's text and with each other.

When instruments are harmoniously joined together, beautiful music ensues. Just as in a classic symphony, life often occurs in phases, or movements. In his creative comparison Symphony #1 in a Minor Key, literary exegete Alan Block shares his philosophies on four movements reflected in his own life, each loosely modeled on a different musical form linked to the emotions of a life both fully lived and joyously celebrated. In the first movement, "Sonata Allegro," Block juxtaposes biblical stories with personal experiences as he explores the contradictory nature of what it means to leave home in search of another home. In the second movement, representing a slow march to and from the grave, he focuses his examination on the funerals of three very different people from a Jewish perspective. In strong contrast, Block presents a glimpse into his absurd daily world in the third movement, punctuated by jokes and commentary. Finally, he shares a celebration of life and hope inspired by the final movement of Beethoven's Seventh Symphony, encouraging others to be open to the sublime and realize that none of our worlds is perfect. Symphony #1 in a Minor Key shares one man's reflections as he offers a fascinating meditation on life, death, and everything in between.

The book is a collection of the author's selected works in the philosophy and history of logic and mathematics. Papers in Part I include both general surveys of contemporary philosophy of mathematics as well as studies devoted to specialized topics, like Cantor's philosophy of set theory, the Church thesis and its epistemological status, the history of the philosophical background of the concept of number, the structuralist epistemology of mathematics and the phenomenological philosophy of mathematics. Part II contains essays in the history of logic and mathematics. They address such issues as the philosophical background of the development of symbolism in mathematical logic, Giuseppe Peano and his role in the creation of contemporary logical symbolism, Emil L. Post's works in mathematical logic and recursion theory, the formalist school in the foundations of mathematics and the algebra of logic in England in the 19th century. The history of mathematics and logic in Poland is also considered. This volume is of interest to historians and philosophers of science and mathematics as well as to logicians and mathematicians interested in the philosophy and history of their fields.

There is, first of all, the distinction between that part of our belief which is rational and that part which is not. If a man believes something for a reason which is preposterous or for no reason at all, and what he believes turns out to be true for some reason not known to him, he cannot be said to believe it rationally, although he believes it and it is in fact true. On the other hand, a man may rationally believe a proposition to be probable, when it is in fact false. -from Chapter II: Probability in Relation to the Theory of Knowledge" His fame as an economist aside, John Maynard Keynes may be best remembered for saying, "In the long run, we are all dead." That phrase may well be the most succinct expression of the theory of probability every uttered. For a longer explanation of the premise that underlies much of modern mathematics and science, Keynes's A Treatise on Probability is essential reading. First published in 1920, this is the foundational work of probability theory, which helped establish the author's enormous influence on modern economic and even political theories. Exploring aspects of randomness and chance, inductive reasoning and logical statistics, this is a work that belongs in the library of any interested in numbers and their application in the real world. AUTHOR BIO: British economist JOHN MAYNARD KEYNES (1883-1946) also wrote The Economic Consequences of the Peace (1919), The End of Laissez-Faire (1926), The Means to Prosperity (1933), and General Theory of Employment, Interest and Money (1936).