Ep 153: ”Induction” under Objectivist Epistemology - Part 1

Ep 153: ”Induction” under Objectivist Epistem...

Up next

Ep 262: David Deutsch's "The Fabric of Reality" Chapter 13 "The Four Strands" Part 3

This episode is heavily focussed on Dawkin's "Selfish Gene" explanation of Darwin's evolution by natural selection. Obviously there are readings from the relevant part of this chapter from The Fabric of Reality but I augment that with sections from "The Selfish Gene" itself as we ...  Show more

Ep 261: Objective Morality II

Do not destroy the means of error correction. A deep unification of knowledge akin to unifying quantum theory with computation to create the theory of quantum computation. David Deutsch will be known for not merely forging the basis of quantum computing but also a new basis for m ...  Show more

Recommended Episodes

Episode #057 ... Kant pt. 2 - The Actual Introduction
Philosophize This!

On this episode of the podcast we continue our discussion of Kant, this time focusing on his contributions to the debate between rationalism and empiricism . We begin by reviewing the major points of contention between the rationalists and empiricists regarding how we arrive at k ...  Show more

How to navigate the hidden gems of philosophy | Maria Balaska
Philosophy For Our Times

Is there a connection between philosophy and psychoanalysis? A place for discussing children in philosophy? Listen to find out.

Looking for a link we mentioned? It's here: ht ...

  Show more

Torin Alter, "The Matter of Consciousness: From the Knowledge Argument to Russellian Monism" (Oxford UP, 2023)
New Books in Philosophy

Frank Jackson’s "Knowledge Argument" introduced the philosophical world to Mary the brilliant neuroscientist, who knows everything there is to know about the physical world while living in a completely black and white environment. Yet she seems to learn something new when she lea ...  Show more

Rationalism 2.0: Kant’s philosophy of geometry
Opinionated History of Mathematics

Kant developed a philosophy of geometry that explained how geometry can be both knowable in pure thought and applicable to physical reality. Namely, because geometry is built into not only our minds but also the way in which we perceive the world. In this way, Kant solved the app ...  Show more