Daniel Isaacson

Daniel Isaacson is an Emeritus University Lecturer in the Philosophy of Mathematics at the University of Oxford and an Emeritus Fellow of Wolfson College. His career spans over four decades in academia, with roles including Governing Body Fellow at Wolfson College and Visiting Professorships at UC Berkeley. His primary specialization lies in Logic and the Philosophy of Mathematics, particularly focusing on foundational questions in set theory, mathematical truth, and the interplay between logic and philosophy.

• Education:
• 1974: DPhil in Philosophy (Oxford University), Thesis: *On Some Aspects of the Concept of Truth*
• 1967: A.B. in Mathematics (Harvard University), Thesis: *A Constructive Solution of Hilbert's 17th Problem by Use of the Fundamental Theorem of Herbrand*

His research explores themes such as arithmetical truth, Gödelian incompleteness, and the philosophical underpinnings of mathematical practice. His publications critically engage with figures like Carnap, Quine, and Lakatos, addressing topics like logical positivism, mathematical intuition, and the nature of logical truth. While no scientific awards are explicitly listed, his academic contributions have significantly influenced debates in philosophy of mathematics and logic.

Isaacson has held multiple visiting roles and fellowships, including at the Rockefeller University and University of Washington. Though no grants or labs are detailed, his work exemplifies sustained engagement with foundational issues in mathematics and philosophy.