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Normative Kinds: Values and Classificatory Decisions in Science and Policy-making

Progetto
Contemporary philosophical debates about kinds are dominated by a broadly inferentialist perspective: real kinds are clusters of properties that support systematic and reliable (i.e. causally grounded) predictions, explanations and interventions. This conception has an important implication for the debate about values in science: it implies that the extension of scientific concepts and categories is contested and constantly negotiated not only because of our epistemic limitations, but also due to the inherently statistical nature of the relations that hold between properties which, in principle, may clustered in multiple ways. Many kinds-concepts and categories, moreover, are used not only to describe but also to prescribe: they carry positive or negative connotations which may influence the behaviour of lay people, scientists and policy-makers. Such “normative kinds” are the principal targets of our project. We will start from the assumption that scientists, lay people and policy-makers are constantly engaged in classificatory decision-making, that is, they constantly make decisions concerning the extension and intension of categories that are used for explanatory, predictive, and pragmatic purposes. Such decisions cannot be based on purely epistemic considerations, but inevitably also involve value judgments. Although describing and prescribing seem to be distinct activities, attempts to draw a sharp line dividing normative and descriptive aspects in the language and concepts of science have been notoriously problematic. Contemporary attempts to vindicate (and regulate) the influence of non-epistemic values on science – as in the classic “Inductive Risk Argument” – typically appeal to uncertainty. Our project in contrast will explore, articulate and assess the thesis that values play an ineliminable role in scientific practice for ontological reasons – i.e. independently of our epistemic limitations. We shall use a new “topological model” to explore trade-offs between inductive power, cost of error, and to study how norms may influence clustering and the projectability of kinds. We expect to identify tensions between epistemic and non-epistemic goals, and by means of the topological model to bring clarity to the problem of classificatory decision-making. We shall also use the model to examine what, if anything, can be saved of scientific realism: Does the success of our inferential practices support any conclusions about the reality of the structures that make such inferences possible? Is realism undermined by the fact that values play a necessary role in classificatory decisions? Finally, the theory will be tested and refined using case studies from areas of science where normative considerations play important but different functions, such as bio-medicine, psychiatry, social and cognitive science.
Normative Kinds: Values and Classificatory Decisions in Science and Policy-making
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Dati Generali

Partecipanti

GUALA FRANCESCO   Responsabile scientifico  

Dipartimenti coinvolti

Dipartimento di Filosofia Piero Martinetti   Principale  

Tipo

PRIN2022 - PRIN bando 2022

Finanziatore

MINISTERO DELL'UNIVERSITA' E DELLA RICERCA
Organizzazione Esterna Ente Finanziatore

Capofila

UNIVERSITA' DEGLI STUDI DI MILANO

Periodo di attività

Ottobre 5, 2023 - Ottobre 4, 2025

Durata progetto

24 mesi

Aree Di Ricerca

Settori (2)


SH4_13 - Philosophy of science, epistemology, logic - (2022)

Settore M-FIL/02 - Logica e Filosofia della Scienza

Pubblicazioni

Pubblicazioni (3)

Natural Kinds as Homeorhetic Dynamic Systems 
BRITISH JOURNAL FOR THE PHILOSOPHY OF SCIENCE
2025
Articolo
Open Access
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Genetics, Race and Intelligence 
VIEWPOINT
2024
Articolo
Money on my Mind: An Investigation of the Folk Classification of Money 
SYNTHÈSE LIBRARY
SPRINGER SCIENCE AND BUSINESS MEDIA B.V.
2025
Capitolo di libro
Reserved Access
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Sito Web

https://sites.unimi.it/guala/normative-kinds-project-2023-2025/
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Realizzato con VIVO | Progettato da Cineca | 25.11.5.0