My research is in philosophical logic, formal metaphysics, and the philosophy of logic and mathematics. The unifying themes in mathematical logic include the study of the expressive power of formal systems and the deductive power of formal proof systems. Most philosophers assume that the bulk of "normal" proper reasoning can be captured by logic, if one can find the right method for translating ordinary language into that logic. Formal logic came from the world of philosophy, and is still taught and studied in philosophy departments. It also deals with issues in the philosophy of language and the philosophy of the natural and social sciences. But I also work on reference and content in formal languages and theories. Please check the delivery format for each class before you enrol. Philosophy Course: Formal Logic and Arguments. I have a special interest in deflationary conceptions of truth, properties, classes, and numbers, and in the notion of logical consequence. Formal philosophy merges work in different areas of philosophy as well as logic, mathematics, computer science, linguistics, physics, psychology, biology, economics, political theory, and sociology. We are now delivering courses both online and in-person. Formal methods can be used to solve problems but also to express new philosophical problems that would never have seen the light of day without the expressive power of the formal apparatus. View Course Times. COVID-19 update: arrangement of our courses . Study the fundamental nature of knowledge, reality and existence. Teaching summary. This course introduces the elements of formal logic including the propositional and predicate calculi and basic proof procedures. Mathematical logic is a subfield of mathematics exploring the applications of formal logic to mathematics. Philosophical logic deals with formal descriptions of natural language. – Mauro ALLEGRANZA Feb 28 '17 at 11:19 Also Peter Smith, An Introduction to Formal Logic (2003) as well as Valentin Goranko, Logic as a Tool: A Guide to Formal Logical Reasoning (2016). Philosophy. It bears close connections to metamathematics, the foundations of mathematics, and theoretical computer science. You can see Theodore Sider, Logic for Philosophy (2009) as well as Russell Marcus, What Follows: A Logic and Philosophy Text (2012). Michaelmas Term/1st Semester.
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