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Diversity Reading List

Helping you include authors from under-represented groups in your teaching

Words of Power: A Feminist Reading of the History of Logic

Posted on May 24, 2023December 3, 2024 by Franci Mangraviti

Is logic masculine? Is women’s lack of interest in the “hard core” philosophical disciplines of formal logic and semantics symptomatic of an inadequacy linked to sex? Is the failure of women to excel in pure mathematics and mathematical science a function of their inability to think rationally? Andrea Nye undermines the assumptions that inform these questions, assumptions such as: logic is unitary, logic is independenet of concrete human relations, and logic transcends historical circumstances as well as gender. In a series of studies of the logics of historical figures–Parmenides, Plato, Aristotle, Zeno, Abelard, Ockham, and Frege–she traces the changing interrelationships between logical innovation and oppressive speech strategies, showing that logic is not transcendent truth but abstract forms of language spoken by men, whether Greek ruling citizens, or scientists.

Posted in Logic and MathematicsTagged feminist logic, gottlob frege, readingLeave a comment

Passing Through the Needle’s Eye: Can a Feminist Teach Logic?

Posted on May 24, 2023December 3, 2024 by Franci Mangraviti

Is it possible for one and the same person to be a feminist and a logician, or does this entail a psychic rift of such proportions that one is plunged into an endless cycle of self-contradiction? Andrea Nye’s book, Words of Power (1990), is an eloquent affirmation of the psychic rift position. In what follows, I shall discuss Nye’s proscription of logic as well as her perceived alternatives of a woman’s language and reading. This will be followed by a discussion more sharply focused on Nye’s feminist response to logic, namely, her claim that feminism and logic are incompatible. I will end by offering a sketch of a class in the life of a feminist teaching logic, a sketch which is both a response to Nye (in Nye’s sense of the word) and a counter-example to her thesis that logic is necessarily destructive to any genuine feminist enterprise.

Posted in Education, Logic and Mathematics, Philosophy EducationTagged andrea nye, feminist logic, teaching logicLeave a comment

Can There Be a Feminist Logic?

Posted on May 24, 2023December 3, 2024 by Franci Mangraviti

Can there be a feminist logic? By most accounts the answer would be no. What l find remarkable is the great difference in the justifications provided for this conclusion. The impossibility of feminist logic is defended, on the one hand, on the grounds that logic itself is most fundamentally a form of domination and so is inimical to feminist aims. Other philosophers, while also defending the impossibility of feminist logic, do so from the conviction that it is feminist theory rather than logic that is the problem. For these thinkers, feminism cannot make any interesting or important contribution to logic because feminist theory is fundamentally shallow or misguided. In this paper I will argue that both positions are mistaken: Logic is neither as totalizing as the one side believes nor is feminist theory as inconsequential for logic as the other pole would have it. In the course of these arguments, I describe the work of several feminist logicians, showing the possibility and value of feminist approaches to logic.

Posted in Logic and MathematicsTagged andrea nye, bad logic, feminist logic, logic as usualLeave a comment

Feminism and Carnap’s Principle of Tolerance

Posted on March 30, 2023December 3, 2024 by Franci Mangraviti

The logical empiricists often appear as a foil for feminist theories. Their emphasis on the individualistic nature of knowledge and on the value neutrality of science seems directly opposed to most feminist concerns. However, several recent works have highlighted aspects of Carnap’s views that make him seem like much less of a straight-forwardly positivist thinker. Certain of these aspects lend themselves to feminist concerns much more than the stereotypical picture would imply.

Posted in Logic and MathematicsTagged analytic/synthetic distinction, feminist logic, logical empiricism, principle of tolerance, rudolf carnapLeave a comment

Towards a Feminist Logic: Val Plumwood’s Legacy and Beyond

Posted on March 11, 2023December 3, 2024 by Franci Mangraviti

Val Plumwood’s 1993 paper, “The politics of reason: towards a feminist logic” (hence- forth POR) attempted to set the stage for what she hoped would begin serious feminist exploration into formal logic – not merely its historical abuses, but, more importantly, its potential uses. This work offers us: (1) a case for there being feminist logic; and (2) a sketch of what it should resemble. The former goal of Plumwood’s paper encourages feminist theorists to reject anti-logic feminist views. The paper’s latter aim is even more challenging. Plumwood’s critique of classical negation (and classical logic) as a logic of domination asks us to recognize that particular logical systems are weapons of oppression. Against anti-logic feminist theorists, Plumwood argues that there are other logics besides classical logic, such as relevant logics, which are suited for feminist theorizing. Some logics may oppress while others may liberate. We provide details about the sources and context for her rejection of classical logic and motivation for promoting relevant logics as feminist.

Posted in Gender, Sex, and Sexuality, Logic and MathematicsTagged classical negation, feminist logic, relevant negation, val plumwoodLeave a comment

Logic: A Feminist Approach

Posted on March 11, 2023December 3, 2024 by Franci Mangraviti

This chapter asks whether there is any such thing as feminist logic. It defines feminism and logic, and then goes on to present and evaluate four possible views, introducing and critiquing the work of Andrea Nye, Val Plumwood, and Susan Stebbing. It argues that Stebbing’s approach—on which feminism is one among many political applications of logic—is correct, but that feminist logic could do more, by providing a formal framework for the study of social hierarchies, much as it presently provides a formal framework for the study of numbers and similarity rankings among possible worlds.

Posted in Gender, Sex, and Sexuality, Logic and MathematicsTagged andrea nye, classical negation, feminist logic, philosophy of logic, social hierarchy, susan stebbing, val plumwoodLeave a comment

The Politics of Reason: Towards a Feminist Logic

Posted on March 4, 2023December 3, 2024 by Franci Mangraviti

The author argues that there is a strong connection between the dualisms that have strengthened and naturalized systematic oppression across history (man/woman, reason/emotion, etc.), and “classical” logic. It is suggested that feminism’s response should not be to abandon logic altogether, but rather to focus on the development of alternative, less oppressive forms of rationality, of which relevant logics provide an example.

Posted in Gender, Sex, and Sexuality, Logic and MathematicsTagged dualism, feminist logic, relevant logicLeave a comment

Sacred Truths, Fables, and Falsehoods: Intersections between Feminist and Native American Logics

Posted on March 4, 2023December 3, 2024 by Franci Mangraviti

From the newsletter’s introduction: “Lauren Eichler […] examines the resonances between feminist and Native American analyses of classical logic. After considering the range of responses, from overly monolithic rejection to more nuanced appreciation, Eichler argues for a careful, pluralist understanding of logic as she articulates her suggestion that feminists and Native American philosophers could build fruitful alliances around this topic.”

Posted in Ethics and Socio-Politics of Philosophy, Logic and Mathematics, Philosophical Media and MethodologyTagged bi-culturalism, feminist logic, native american logicLeave a comment

Intuition, Thought Experiments, and Philosophical Method: Feminism and Experimental Philosophy

Posted on January 30, 2023December 3, 2024 by Simon Fokt

Contemporary analytic philosophers often employ thought experiments in arguing for or against a philosophical position. These abstract, counterfactual scenarios draw on our intuitions to illustrate the force of a particular argument or to demonstrate that a certain position is untenable. Political theorists, for instance, employ Rawls’s “original position” to illustrate the power of “justice as fairness,” and epistemologists raise “Gettier cases” to problematize a standard definition of knowledge. Although not all philosophers proceed in this manner, such methods are common in many areas of contemporary analytic philosophy…

Posted in Applied Epistemology, Culture, Gender, Sex, and Sexuality, Philosophical Media and MethodologyTagged experimental philosophy, feminism, intuitons, representation, thought experiments, x-phiLeave a comment

Different Voices, Perfect Storms, and Asking Grandma What She Thinks

Posted on January 30, 2023December 3, 2024 by Simon Fokt

At first glance it might appear that experimental philosophers and feminist philosophers would make good allies. Nonetheless, experimental philosophy has received criticism from feminist fronts, both for its methodology and for some of its guiding assumptions. Adding to this critical literature, I raise questions concerning the ways in which “differences” in intuitions are employed in experimental philosophy. Specifically, I distinguish between two ways in which differences in intuitions might play a role in philosophical practice, one which puts an end to philosophical conversation and the other which provides impetus for beginning one. Insofar as experimental philosophers are engaged in deploying “differences” in intuitions in the former rather than the latter sense, I argue that their approach is antithetical to feminist projects. Moreover, this is even the case when experimental philosophers deploy “differences” in intuitions along lines of gender.

Posted in Applied Epistemology, Class, Culture, Gender, Sex, and Sexuality, Philosophical Media and Methodology, RaceTagged experimental philosophy, gender, intuitons, x-phiLeave a comment

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