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Formal Philosophy

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Formal philosophy is a branch of philosophy that employs formal methods, such as logic and mathematical frameworks, to analyze philosophical problems and concepts. It emphasizes precision in argumentation and the systematic study of philosophical issues through formalized languages and structures.
lightbulbAbout this topic
Formal philosophy is a branch of philosophy that employs formal methods, such as logic and mathematical frameworks, to analyze philosophical problems and concepts. It emphasizes precision in argumentation and the systematic study of philosophical issues through formalized languages and structures.

Key research themes

1. How is formalism conceptualized and applied across different domains within philosophy, literature, and education?

This theme investigates the conceptual foundations of formalism as a theoretical and methodological approach, exploring its varied interpretations and practical applications in formal philosophy, literary theory, and online education. Understanding how formalism operates differently across these fields clarifies its scope, limitations, and potential impacts on knowledge representation, learning processes, and textual analysis.

Key finding: Dutilh Novaes provides a comprehensive taxonomy distinguishing eight variations of 'formality' relevant to logic and philosophy, clustered into those pertaining to forms (e.g., schematic, de-semantification) and rules (e.g.,... Read more
Key finding: This paper traces Formalism as a literary theory emphasizing the study of literary works based on their intrinsic structure and language rather than socio-historical context, marking a paradigm shift in 20th-century literary... Read more
Key finding: The study conceptualizes formalism in online education as a process of formalization occurring at multiple levels—organizational, programmatic, subject matter, and procedural—driven by technological integration and... Read more

2. What are the philosophical and logical implications of the formal/informal proof distinction in metaphysics and mathematics?

This theme addresses debates concerning the nature and limits of formal proofs vis-à-vis informal reasoning in mathematics, with implications for metaphysical stances like formalism. It interrogates whether all mathematical proofs can be fully formalized and explores how formal proofs relate epistemologically and metaphysically to informal mathematical practice, particularly in the light of automated theorem proving.

Key finding: The paper argues that the standard view—that all informal proofs correspond to fully formal, finitary derivations—faces epistemological and metaphysical challenges. It defends mathematical formalism by proposing a conception... Read more

3. How is formal logic historically developed and extended in transcendental and idealist philosophy?

This theme explores the reconstruction and formalization of classical German idealist logic, particularly Fichte’s contributions, highlighting how foundational principles were derived from laws of thought and how modern formal systems can elucidate, improve, and extend these philosophical logics. The theme illustrates the interplay between historical philosophical logic and contemporary formal methods.

Key finding: The authors reconstruct Fichte’s foundational logic in the Wissenschaftslehre, overcoming historically noted difficulties by embedding it within a formal system that unifies propositional logic and syllogistic. They show that... Read more

All papers in Formal Philosophy

I submit that epistemic progress in key areas of contemporary academic philosophy has been compromised by politically correct (" PC ") ideology. First, guided by an evolutionary account of ideology, results from social and cognitive... more
The Quasi-Truth theory offered an important formal approach to the understanding both partiality scientific knowledge – through the so called " partial structures " – so a theory capable of dealing with the notion of " pragmatic truth ".... more
This work presents an overview of four different approaches to the problem of future contingency and determinism in temporal logics. All of them are bivalent, viz. they share the assumption that propositions concerning future contingent... more
This work presents an overview of four different approaches to the problem of future contingency and determinism in temporal logics. All of them are bivalent, viz. they share the assumption that propositions concerning future contingent... more
LENLS is an annual international workshop on formal syntax, semantics and pragmatics. It will be held as one of the workshops of the JSAI International Symposia on AI (JSAI-isAI2019) sponsored by the Japan Society for Artificial... more
I argue for a “minimal”, theory-internal definition of ambiguity (but not against using other “definitions” as tests), introduce various levels at which ambiguity may be assessed (those relate to different degrees of fine-grainedness of... more
Scientific reasoning represents complex argumentation patterns that eventually lead to scientific discoveries. Social epistemology of science provides a perspective on the scientific community as a whole and on its collective knowledge... more
This work presents an overview of four different approaches to the problem of future contingency and determinism in temporal logics. All of them are bivalent, viz. they share the assumption that propositions concerning future contingent... more
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