An incisive exploration of the way Greek myths empower us to defeat tyranny. As tyrannical passions increasingly plague twenty-first-century politics, tales told in ancient Greek epics and tragedies provide a vital antidote. Democracy as a concept did not exist until the Greeks coined the term and tried the experiment, but the idea can be traced to stories that the ancient Greeks told and retold. From the eighth through the fifth centuries BCE, Homeric epics and Athenian tragedies exposed the tyrannical potential (...) of individuals and groups large and small. These stories identified abuses of power as self-defeating. They initiated and fostered a movement away from despotism and toward broader forms of political participation. Following her highly praised book Enraged: Why Violent Times Need Ancient Greek Myths, the classicist Emily Katz Anhalt retells tales from key ancient Greek texts and proceeds to interpret the important message they hold for us today. As she reveals, Homer's Iliad and Odyssey, Aeschylus's Oresteia, and Sophocles's Antigone encourage us—as they encouraged the ancient Greeks—to take responsibility for our own choices and their consequences. These stories emphasize the responsibilities that come with power (any power, whether derived from birth, wealth, personal talents, or numerical advantage), reminding us that the powerful and the powerless alike have obligations to each other. They assist us in restraining destructive passions and balancing tribal allegiances with civic responsibilities. They empower us to resist the tyrannical impulses not only of others but also in ourselves. In an era of political polarization, Embattled demonstrates that if we seek to eradicate tyranny in all its toxic forms, ancient Greek epics and tragedies can point the way. (shrink)

The omen of the door and the eagle at Iliad 24.314–21 appears to have sparked scant scholarly interest, but deserves careful attention. The omen itself forms part of an analogy, for the eagle is likened in the size of its wingspan to a large, barred door. This simile might seem unremarkable, merely a convenient means of depicting great size, a casual juxtaposition of two ordinary nouns. The omen, on the whole, might be dismissed as nothing more than a conventional expression (...) of divine favor. But closer scrutiny will reveal that there is, in fact, nothing arbitrary or haphazard in the selection of the terms of the analogy. Appreciation of the elegance and subtlety of the simile in turn reveals the full import of the omen. (shrink)

Recognition of the technical complexity and literary sophistication of Homeric oral poetry1 encourages close, detailed examination of Homeric similes in their immediate context and in the larger context of the poem in which they occur. The similes offer direct access to understanding and appreciating Homeric poetic technique. Even so, this approach to Homeric poetics is, for the most part, often only taken seriously in the case of the longer or ‘extended’ similes in the poems. Careful study of even a shorter (...) simile, one all too likely to be dismissed as merely decorative, can be fruitful as well.2 This paper explores the implications of the analogy in Odyssey 21.48–50 between the creaking sound of a pair of heavy doors opening and the bellow of a bull. (shrink)

There is little agreement about Aristotle’s philosophy of geometry, partly due to the textual evidence and partly part to disagreement over what constitutes a plausible view. I keep separate the questions ‘What is Aristotle’s philosophy of geometry?’ and ‘Is Aristotle right?’, and consider the textual evidence in the context of Greek geometrical practice, and show that, for Aristotle, plane geometry is about properties of certain sensible objects—specifically, dimensional continuity—and certain properties possessed by actual and potential compass-and-straightedge drawings qua quantitative and (...) continuous. For their part, the objects of stereometry are potential sensible three-dimensional figures qua quantitative and continuous. (shrink)

Ontological separation plays a key role in Aristotle’s metaphysical project: substances alone are ontologically χωριστόν. The standard view identifies Aristotelian ontological separation with ontological independence, so that ontological separation is a non-symmetric relation. I argue that there is strong textual evidence that Aristotle employs an asymmetric notion of separation in the Metaphysics—one that involves the dependence of other entities on the independent entity. I argue that this notion allows Aristotle to prevent the proliferation of substance-kinds and thus to secure the (...) unity of his metaphysical system. (shrink)

Frege argues that number is so unlike the things we accept as properties of external objects that it cannot be such a property. In particular, (1) number is arbitrary in a way that qualities are not, and (2) number is not predicated of its subjects in the way that qualities are. Most Aristotle scholars suppose either that Frege has refuted Aristotle's number theory or that Aristotle avoids Frege's objections by not making numbers properties of external objects. This has led some (...) to conclude that Aristotle's accounts of arithmetical and geometrical objects differ substantially. I close this supposed gap by showing that Aristotle's arithmetical objects, like geometrical objects, are just certain sensible things qua certain properties they in fact possess. Specifically, numbers are pluralities qua quantitative or relational properties like ten units or ten. I show that this view is resistant to the Fregean concerns about arbitrariness and numerical predication. (shrink)

The opening argument in the Metaphysics M.2 series targeting separate mathematical objects has been dismissed as flawed and half-hearted. Yet it makes a strong case for a point that is central to Aristotle’s broader critique of Platonist views: if we posit distinct substances to explain the properties of sensible objects, we become committed to an embarrassingly prodigious ontology. There is also something to be learned from the argument about Aristotle’s own criteria for a theory of mathematical objects. I hope to (...) persuade readers of Metaphysics M.2 that Aristotle is a more thoughtful critic than he is often taken to be. (shrink)

I argue that intelligible matter, for Aristotle, is what makes mathematical objects quantities and divisible in their characteristic way. On this view, the intelligible matter of a magnitude is a sensible object just insofar as it has dimensional continuity, while that of a number is a plurality just insofar as it consists of indivisibles that measure it. This interpretation takes seriously Aristotle's claim that intelligible matter is the matter of mathematicals generally – not just of geometricals. I also show that (...) intelligible matter has the same meaning in all three places where it is explicitly invoked: Z.10, Z.11, and H.6. Since the H.6 passage involves a mathematical definition, this requires determining what the mathematician defines and how she defines it. I show that, as with natural scientific definitions, there must be a matterlike element in mathematical definitions. This element is not identical with, but rather refers to, intelligible matter. (shrink)

Books M and N of Aristotle's Metaphysics receive relatively little careful attention. Even scholars who give detailed analyses of the arguments in M-N dismiss many of them as hopelessly flawed and biased, and find Aristotle's critique to be riddled with mistakes and question-begging. This assessment of the quality of Aristotle's critique of his predecessors (and of the Platonists in particular), is widespread. The series of arguments in M 2 (1077a14-b11) that targets separate mathematical objects is the subject of particularly strong (...) criticism by Annas and Ross. Two related arguments in this series (1077a14-20 and 1077a24-31) will serve as cases in point. The principal charges made against these arguments (that Aristotle misunderstands or misrepresents his opponents' views, and that he engages in question-begging because he presupposes his own metaphysical views) are frequently made against Aristotle's critique of Platonist positions more generally. If, as I argue, these charges are false for our two test case arguments, then there is good reason to think that they might also be false when they are leveled against the other arguments in this M 2 series. And, although presenting an argument for this is beyond the scope of this paper, this suggests that these two charges are more often than not false when applied to Aristotle's critique of Platonist mathematical views in M-N and beyond. (shrink)

According to Aristotle, those who seek mathematical principles of sensible things are looking in entirely the wrong place. But despite his strong opposition to mathematized metaphysics, Aristotle does not outright reject mathematical explanation of the natural world. In fact, he argues that mathematics does explain certain sensible phenomena, that the natural world has many mathematical patterns and features, and that this is often not mere coincidence. That he devotes two books of his Metaphysics to shoring up the boundary between mathematics (...) and metaphysics indicates that this issue is crucially important to him. Yet it receives little systematic scholarly discussion. I take up the issue by examining Aristotle’s treatment of the sensible phenomena that have mathematical explanations. This examination shows that—and why—on his view, mathematics explains many things about the natural world, but not the most fundamental things. (shrink)

: Metaphysics B considers two sets of views that hypostatize mathematicals. Aristotle discusses the first in his B.2 treatment of aporia 5, and the second in his B.5 treatment of aporia 12. The former has attracted considerable attention; the latter has not. I show that aporia 12 is more significant than the literature suggests, and specifically that it is directly addressed in M.2 – an indication of its importance. There is an immediate problem: Aristotle spends most of M.2 refuting the (...) view that mathematicals are separate; but the B.5 mathematicals are inherent. I argue that the B.5 inherence is compatible with the M.2 separateness, and further, that aporia 12 is more than just a puzzle about the hypostatization of mathematicals. It is also a puzzle about the ontological status of mathematicals relative to sensibles. (shrink)

In Metaphysics B.2 and M.2, Aristotle gives a series of arguments against Platonic mathematical objects. On the view he targets, mathematicals are substances somehow intermediate between Platonic forms and sensible substances. I consider two closely related passages in B2 and M.2 in which he argues that Platonists will need intermediates not only for geometry and arithmetic, but also for the so-called mixed mathematical sciences, and ultimately for all sciences of sensibles. While this has been dismissed as mere polemics, I show (...) that the argument is given in earnest, as Aristotle is committed to its key premises. Further, the argument reveals that Annas’ uniqueness problem is not the only reason a Platonic ontology needs intermediates. Finally, since Aristotle’s objection to intermediates for the mixed mathematical sciences is one he takes seriously, so that it is unlikely that his own account of mathematical objects would fall prey to it, the argument casts doubt on a common interpretation of his philosophy of mathematics. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:Suñña at the Bone:Emily Dickinson’s Theravadin RomanticismAdam KatzA narrow Fellow in the GrassOccasionally rides—You may have met him? Did you notHis notice instant is—The Grass divides as with a Comb—A spotted Shaft is seen,And then it closes at your FeetAnd opens further on—He likes a Boggy Acre—A Floor too cool for Corn—But when a Boy and BarefootI more than once at NoonHave passed I thought a Whip LashUnbraiding (...) in the SunWhen stooping to secure itIt wrinkled And was gone—Several of Nature’s PeopleI know and they know meI feel for them a transportOf CordialityBut never met this FellowAttended or aloneWithout a tighter BreathingAnd Zero at the Bone.1Via the Arabic word cipher, the English word “zero” comes straight from the Sanskrit word shunya (empty). In Pali, the early Buddhist liturgical language, it is suñña. This poem’s story recalls the common Buddhist simile where a rope is mistaken for a snake in the dim light. There is nothing in the rope that should be feared as a snake, and likewise there is ultimately nothing in the five aggregates—basically, everything—that [End Page 111] can be regarded as atman (soul, self). So the aggregates are empty of self: anatta, in Pali. This is the doctrine of emptiness. Fallaciously imputing selfhood to the inherently selfless flux of the aggregates is a major source of suffering, so realizing emptiness brings liberation, just as investigating the rope and finding it empty of snakehood liberates one from fright.Recognizing that the rope is a rope and not a snake is a simile for realizing emptiness. Likewise, in the poem, recognizing that the snake is a snake and not a “Whip Lash / Unbraiding in the Sun” catapults the speaker into a sublime experience of “Zero at the Bone.” This last line may be a metaphor for being chilled to the bone, but the absence of a subject for zero to modify and the sonic and aesthetic overload in an otherwise mostly matter-of-fact nature poem suggest that the sudden recognition of the snake scares us out of ourselves, empties us out, providing a Romantic corollary for Buddhist emptiness.In the Buddhist simile and in the poem, the correction of faulty recognition precipitates the realization of emptiness. But in the simile, what is primarily important is that the rope is recognized as not a snake. One Tibetan text says that substantial progress can be made by, as it were, mistaking the rope for a vine, just so the scary snake perception is cleared away.2 A slightly later Tibetan text says that, simile aside, recognizing that the rope is not a snake and not even a vine but precisely a rope is merely a matter of “conventional valid cognition,” which stops far short of liberating insight into the selflessness of phenomena as such.3 Believing the rope really is a rope is the same as, in the simile, mistaking the rope for a snake, because in both cases it is a matter of perceiving substantiality where there is impermanence. By contrast, Dickinson’s poem emphasizes neither clearing up a particularly pernicious and persistent misconception about existence nor replacing this misconception with complete insight; rather, the poem emphasizes “conventional valid cognition” itself as a vehicle for sublime transcendence. The ecstatic experience of “Zero at the Bone” requires that the snake be accurately recognized as a snake.This “conventional valid cognition” is technically compatible with complete insight into the selflessness of phenomena as such, and it is certainly possible that the speaker experiences zeroness due to an optical illusion or hallucination or dream rather than recognizing a real snake, but the poem does not highlight either of these possibilities. It emphasizes recognitional accuracy, and being thrown from the quotidian as a result. This is quite different from the lesson of the Buddhist simile, where, again, the emphasis is on what is not there, specifically selfhood, rather than on what is there in its precise distinctness from other things. In this regard the poem is, however, eminently compatible... (shrink)

In this response to Emily Katz’s “Aristotle’s Rejection of Mathematized Metaphysics,” I raise questions about her central interpretive claim that mathematical forms cannot, for Aristotle, appear among first principles of nature. Topics addressed include the notion of priority, especially in the sciences; the relationship between natural change and material realization; and the general nature and scope of mathematical explanations for physical phenomena.

In this tribute to Steven T. Katz on the occasion of his seventieth birthday, Michael Zank and Ingrid Anderson present sixteen original essays written by senior and junior scholars in comparative religion, philosophy of religion, modern Judaism, and theology after the Holocaust, fields of inquiry where Steven Katz made major contributions over the course of his distinguished scholarly career. The authors of this volume, specialists in Jewish history, especially the modern experience, and Jewish thought from the Bible to (...) Buber, offer theoretical and practical observations on the value of the particular. Contributions range from Tim Knepper's reevaluation of the ineffability discourse to the particulars of the Settlement Cookbook, examined by Nora Rubel as an American classic. (shrink)

The Pale God examines the relationship between secularism and religious tradition. It begins with a description of the secular options as expressed by Israeli intellectuals, and describes how these options have led to a dead end. A new option must be sought, and one of the key sources for this option is the works of Spinoza. The author explains that unlike Nietzsche, who discussed "the death of God," Spinoza tried to undermine the authority of religious virtuosos and establish the image (...) of a rational "Pale God." Such changes could channel religious tradition to the basic principles of secular political rule. The author demonstrates that the secular option is inherent in Israeli society, fits the type of secularism that Zionism instilled in the Jewish people, and complements the traditional trends deeply rooted in that society. (shrink)

Bringing Human Rights Education to US Classrooms presents ten research-based human rights projects powerfully implemented in a range of U.S. classrooms, from elementary school through community college and university. In these classrooms, the students--primarily young people of color who have experienced or witnessed human rights abuses such as discrimination and poverty--are exposed for the first time to thinking about their own lives and the world through an empowering human rights lens. Unique in integrating theory and classroom practice, and in addressing (...) human rights issues with special relevance for communities of color in the US, Katz and Spero provide indispensable guidance for those studying and teaching human rights. (shrink)

About half of the undergraduate and roughly 40 percent of graduate degree recipients in science and engineering are women. As increasing numbers of these women pursue research careers in science, many who choose to have children discover the unique difficulties of balancing a professional life in these highly competitive (and often male-dominated) fields with the demands of motherhood. Although this issue directly affects the career advancement of women scientists, it is rarely discussed as a professional concern, leaving individuals to face (...) the dilemma on their own. To address this obvious but unacknowledged crisis—the elephant in the laboratory, according to one scientist—Emily Monosson, an independent toxicologist, has brought together 34 women scientists from overlapping generations and several fields of research—including physics, chemistry, geography, paleontology, and ecology, among others—to share their experiences. From women who began their careers in the 1970s and brought their newborns to work, breastfeeding them under ponchos, to graduate students today, the authors of the candid essays written for this groundbreaking volume reveal a range of career choices: the authors work part-time and full-time; they opt out and then opt back in; they become entrepreneurs and job share; they teach high school and have achieved tenure. The personal stories that comprise Motherhood, the Elephant in the Laboratory not only show the many ways in which women can successfully combine motherhood and a career in science but also address and redefine what it means to be a successful scientist. These valuable narratives encourage institutions of higher education and scientific research to accommodate the needs of scientists who decide to have children. (shrink)

This book offers an interdisciplinary approach to religion and psychology, including a compelling denouement that reveals new narratives about longstanding rumours in the early history of the psychoanalytic movement. This volume demonstrates that the first generation of psychoanalysts succeeded in writing themselves into the history of religious thought and sacralizing the origins of psychoanalysis.

Yeshayahu Leibowitz (1903–1994) was an Israeli philosopher and scientist. For decades, his thinking and persona were the embodiment of a Judaism in Israel. Getting to know him is getting to know a great Israeli thinker and also invites a window into the life of Israel and its problems.

This chapter contains sections titled: I The Nature of Philosophy of Education and Conceptual Analysis II Peters' Conception of Education and some of its Normative Implications III Peters' Indeterminacy of Educational Aims and the Need for Sustained Dialogue References.

Play is a vital component of the social life and well-being of both children and adults. This book examines the concept of play and considers a variety of the related philosophical issues. It also includes meta-analyses from a range of philosophers and theorists, as well as an exploration of some key applied ethical considerations. The main objective of The Philosophy of Play is to provide a richer understanding of the concept and nature of play and its relation to human life (...) and values, and to build disciplinary and paradigmatic bridges between scholars of philosophy and scholars of play. Including specific chapters dedicated to children and play, and exploring the work of key thinkers such as Plato, Sartre, Wittgenstein, Gadamer, Deleuze and Nietzsche, this book is invaluable reading for any advanced student, researcher or practitioner with an interest in education, playwork, leisure studies, applied ethics or the philosophy of sport. (shrink)

Research on the specific features of daydreaming compared with mind-wandering and night dreaming is a neglected topic in the philosophy of mind and the cognitive neuroscience of spontaneous thought. The extant research either conflates daydreaming with mind-wandering (whether understood as task-unrelated thought, unguided attention, or disunified thought), characterizes daydreaming as opposed to mind-wandering (Dorsch, 2015), or takes daydreaming to encompass any and all “imagined events” (Newby-Clark & Thavendran, 2018). These dueling definitions obstruct future research on spontaneous thought, and are insufficiently (...) precise to guide empirical studies. They also fail to illuminate the phenomenal core of daydreaming, namely, its dreamlike qualities. Although daydreaming is related to both mind-wandering and narrative imagination, it is not reducible to either. We argue that daydreams are experiences of spontaneous, immersive imagination in the waking state. The main task of our investigation is to distinguish daydreaming, conceptually and phenomenologically, from mind-wandering, on the one hand, and night dreaming, on the other. Although daydream experiences can vary widely, we distinguish prototypical experiences of daydreaming from adjacent imaginative activity, including fleeting imagery and “focused daydreaming,” or crafted visualization. We consider our phenomenological analysis as preparatory work for conceptually distinguishing different spontaneous and imaginative states so that they can be investigated accordingly with questionnaires and qualitative methods. We argue that precision about the phenomenal character of daydreaming can guide neurophenomenological investigations, help delimit studies on individual variance in daydreaming features, and identify differences among daydreaming, mind-wandering, and night dreaming conceptually and phenomenologically, and possibly eventually in terms of neural correlates. (shrink)

_Philosophers consider race and racism from the perspective of lived, bodily experience._.

Emily Elizabeth Constance Jones was an English logician and contemporary of Bertrand Russell, as well as Mistress of Girton College, Cambridge. In this book, originally published in 1911, she argues for the existence of another fundamental law of thought to join the Law of Contradiction and the Law of Excluded Middle: the Law of Significant Assertion. This book will be of value to anyone with an interest in logic or in Jones' work.

Incomplete Archaeologies takes a familiar archaeological concept--assemblages--and reconsiders such groupings, collections and sets of things from the perspective of the work required to assemble them. The discussions presented here engage with the practices of collection, construction, performance and creation in the past (and present) which constitute the things and groups of things studied by archaeologists--and examine as well how these things and thing-groups are dismantled, rearranged, and even destroyed, only to be rebuilt and recreated. The ultimate aim is to reassert (...) an awareness of the incompleteness of assemblage, and thus the importance of practices of assembling (whether they seem at first creative or destructive) for understanding social life in the past as well as the present. The individual chapters represent critical engagements with this aim by archaeologists presenting a broad scope of case studies from Eurasia and the Mediterranean. Case studies include discussions of mortuary practice from numerous angles, the sociopolitics of metallurgy, human-animal relationships, landscape and memory, the assembly of political subjectivity and the curation of sovereignty. These studies emphasise the incomplete and ongoing nature of social action in the past, and stress the critical significance of a deeper understanding of formation processes as well as contextual archaeologies to practices of archaeology, museology, art history, and other related disciplines. Contributors challenge archaeologists and others to think past the objects in the assemblage to the practices of assembling, enabling us to consider not only plural modes of interacting with and perceiving things, spaces, human bodies and temporalities in the past, but also to perhaps discover alternate modes of framing these interactions and relationships in our analyses. Ultimately then, Incomplete Archaeologies takes aim at the perceived totality not only of assemblages of artefacts on shelves and desks, but also that of some of archaeology's seeming-seamless epistemological objects"--From publisher's website. (shrink)

Dieses Buch untersucht die Art und Weise, wie die Musikschriftsteller Robert Schumann, E. T. A. Hoffmann und Ludwig Tieck versucht haben, den musikalischen Eindruck von Werken wie Beethovens Neunter Symphonie oder Mozarts Don Giovanni zu beschreiben. Der Autor Moritz Katz zeigt auf, wie diese Beschreibungen notwendigerweise unvollständig sind und wie die Sprache der Musik sich der Beschreibung entzieht. Dieses Buch wird Musikliebhaber und Studenten der Musik- und Literaturgeschichte ansprechen. This work has been selected by scholars as being culturally important, (...) and is part of the knowledge base of civilization as we know it. This work is in the "public domain in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. Scholars believe, and we concur, that this work is important enough to be preserved, reproduced, and made generally available to the public. We appreciate your support of the preservation process, and thank you for being an important part of keeping this knowledge alive and relevant. (shrink)

The way Leibniz applied his philosophy to mathematics has been the subject of longstanding debates. A key piece of evidence is his letter to Masson on bodies. We offer an interpretation of this often misunderstood text, dealing with the status of infinite divisibility in nature, rather than in mathematics. In line with this distinction, we offer a reading of the fictionality of infinitesimals. The letter has been claimed to support a reading of infinitesimals according to which they are logical fictions, (...) contradictory in their definition, and thus absolutely impossible. The advocates of such a reading have lumped infinitesimals with infinite wholes, which are rejected by Leibniz as contradicting the part–whole principle. Far from supporting this reading, the letter is arguably consistent with the view that infinitesimals, as inassignable quantities, are mentis fictiones, i.e., (well-founded) fictions usable in mathematics, but possibly contrary to the Leibnizian principle of the harmony of things and not necessarily idealizing anything in rerum natura. Unlike infinite wholes, infinitesimals—as well as imaginary roots and other well-founded fictions—may involve accidental (as opposed to absolute) impossibilities, in accordance with the Leibnizian theories of knowledge and modality. (shrink)

Attempts to penetrate behind Plotinus' statements to the problem that faced his philosophy to show its function in bridging the inconsistencies that arise when existential considerations are not clearly distinguished.

Exploring the intimate tie between body movement and space and time, Lee begins with the position that body movement generates space and time and explores the ethical implications of this responsibility for the situations one’s body movements generate. Whiteness theory has come to recognize the ethical responsibility for situations not of one’s own making and hence accountability for the results of more than one’s immediate personal conscious decisions. Because of our specific history, whites have developed a particular embodiment and body (...) movement that generates places that can only be characterized as more comfortable and more enabling to whites. (shrink)

This new translation of The Upanishads is at once delightfully simple and rigorously learned, providing today's readers with an accurate, accessible rendering of the core work of ancient Indian philosophy. The Upanishads are often considered the most important literature from ancient India. Yet many academic translators fail to capture the work's philosophical and spiritual subtlety, while others convey its poetry at the cost of literal meaning. This new translation by Vernon Katz and Thomas Egenes fills the need for an (...) Upanishads that is clear, simple, and insightful - yet remains faithful to the original Sanskrit. As Western Sanskrit scholars who have spent their lives immersed in meditative practice, Katz and Egenes offer a unique perspective in penetrating the depths of Eastern wisdom and expressing these insights in modern yet poetic language. Their historical introduction is suited to newcomers and experienced readers alike, providing the perfect entry to this unparalleled work. (shrink)