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Diversity Reading List

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

Fluid Thinking: Irigaray’s Critique of Formal Logic

Posted on July 27, 2023December 3, 2024 by Franci Mangraviti

From the Introduction: “Marjorie Hass addresses the limitations of logical concepts, including negation, by illuminating the ongoing critique of these terms in the work of Luce Irigaray. In Hass’s view, Irigaray’s work calls the neutrality of logic into question, suggesting that the standard formalism is capable of expressing only distorted and partial interpretations of negation, identity, and generality. More specifically, in Irigaray’s work, standard symbolic logic is shown to be unable to represent the form of difference proper to sexual difference, the form of identity proper to feminine identity, and the form of generality proper to a feminine generic. Hass interprets and evaluates Irigaray’s critique of logic, arguing that many of Irigaray’s readers have misunderstood its nature and force.”

Posted in Ethics and Socio-Politics of Language, Logic and MathematicsTagged abstraction, gender, identity, Irigaray, negationLeave a comment

Words of Power and the Logic of Sense

Posted on July 27, 2023December 3, 2024 by Franci Mangraviti

From the Introduction: “Dorothea Olkowski’s chapter offers an analysis of the need to develop a logic of sense. Drawing on the work of Gilles Deleuze, Olkowski defends formal logic against feminist theorists who have urged that we organize thinking around the principles of embodiment. She warns us against the complete merging of bodily functions and sense-making activities. In Olkowski’s view, feminists need to acknowledge the usefulness of logical analyses at the same time that they must insist on formal systems that reflect and are tempered by human and humane values.”

Posted in Ethics and Socio-Politics of Language, Logic and MathematicsTagged Deleuze, feminist logic, language, Merleau-Ponty, reason, StoicsLeave a comment

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

On Dialethism

Posted on April 29, 2023December 3, 2024 by Franci Mangraviti

The paper discusses two problems with Graham Priest’s version of dialetheism: the thesis that one cannot be rationally obliged to both accept and reject something, and the use of a Contraction-less conditional in dealing with Curry paradoxes. Some solutions are suggested.

Posted in Logic and MathematicsTagged contraction, curry paradox, dialetheism, material conditional, rejectionLeave a comment

What Logical Pluralism Cannot Be

Posted on April 25, 2023December 3, 2024 by Franci Mangraviti

Logical Pluralists maintain that there is more than one genuine/true logical consequence relation. This paper seeks to understand what the position could amount to and some of the challenges faced by its formulation and defence. I consider in detail Beall and Restall’s Logical Pluralism—which seeks to accommodate radically different logics by stressing the way that they each fit a general form, the Generalised Tarski Thesis (GTT)—arguing against the claim that different instances of GTT are admissible precisifications of logical consequence. I then consider what it is to endorse a logic within a pluralist framework and criticise the options Beall and Restall entertain. A case study involving many-valued logics is examined. I next turn to issues of the applications of different logics and questions of which logic a pluralist should use in particular contexts. A dilemma regarding the applicability of admissible logics is tackled and it is argued that application is a red herring in relation to both understanding and defending a plausible form of logical pluralism. In the final section, I consider other ways to be and not to be a logical pluralist by examining analogous positions in debates over religious pluralism: this, I maintain, illustrates further limitations and challenges for a very general logical pluralism. Certain less wide-ranging pluralist positions are more plausible in both cases, I suggest, but assessment of those positions needs to be undertaken on a case-by-case basis.

Posted in Logic and MathematicsTagged logical consequence, non-classical logics, precisifications, reasoningLeave a comment

Logic isn’t Normative

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

Some writers object to logical pluralism on the grounds that logic is normative. The rough idea is that the relation of logical consequence has consequences for what we ought to think and how we ought to reason, so that pluralism about the consequence relation would result in an incoherent or unattractive pluralism about those things. In this paper I argue that logic isn’t normative. I distinguish three different ways in which a theory – such as a logical theory – can be entangled with the normative and argue that logic is only entangled in the weakest of these ways, one which requires it to have no normativity of its own. I use this view to show what is wrong with three different arguments for the conclusion that logic is normative.

Posted in Logic and MathematicsTagged inference vs. implication, logical consequence, logical pluralism, normativityLeave a comment

Logical Pluralism from a Pragmatic Perspective

Posted on April 23, 2023December 3, 2024 by Franci Mangraviti

This paper presents a new view of logical pluralism. This pluralism takes into account how the logical connectives shift, depending on the context in which they occur. Using the Question-Under-Discussion Framework as formulated by Craige Roberts, I identify the contextual factor that is responsible for this shift. I then provide an account of the meanings of the logical connectives which can accommodate this factor. Finally, I suggest that this new pluralism has a certain Carnapian flavour. Questions about the meanings of the connectives or the best logic outside of a specified context are not legitimate questions.

Posted in Logic and MathematicsTagged connectives, polysemy, questions under discussionLeave a comment

Metalinguistic Negotiation and Logical Pluralism

Posted on April 23, 2023December 3, 2024 by Franci Mangraviti

Logical pluralism is the view that there is more than one right logic. A particular version of the view, what is sometimes called domain-specific logical pluralism, has it that the right logic and connectives depend somehow on the domain of use, or context of use, or the linguistic framework. This type of view has a problem with cross-framework communication, though: it seems that all such communication turns into merely verbal disputes. If two people approach the same domain with different logics as their guide, then they may be using different connectives, and hence talking past each other. In this situation, if we think we are having a conversation about “ ¬ A”, but are using different “ ¬ ”s, then we are not really talking about the same thing. The communication problem prevents legitimate disagreements about logic, which is a bad result. In this paper I articulate a possible solution to this problem, without giving up pluralism, which requires adopting a notion of metalinguistic negotiation, and allows people to communicate and disagree across domains/contexts/frameworks.

Posted in Logic and MathematicsTagged Carnap, logical disagreement, metalinguistic negotiationLeave a comment

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