Frege's Definition of Real Numbers is Consistent

Explore a thought-provoking seminar on the consistency of Gottlob Frege's definition of real numbers, presented by Marco Panza at Chapman University. Delve into the historical context of Frege's work in the Grundgesetze and the challenges he faced due to Russell's discovery of inconsistencies in his formal system. Examine Panza's argument that Frege's definition of real numbers could have been salvaged with minor modifications to his definition of domains of magnitudes. Gain insights into the philosophical and mathematical implications of Frege's work and the potential for its rehabilitation. Learn about the Orange County Inland Empire (OCIE) Seminar series in History and Philosophy of Mathematics and its collaborative nature across multiple institutions.

Frege's Definition of Real Numbers is Consistent (Marco Panza, Chapman University)