Current York Modules (2022-23)

Students at York can find all the materials for these courses on the VLE page. For the most part, I will only upload the lecture slides to this page

Reason and Argument
lecture one | lecture two | lecture three | lecture four | lecture five | lecture six
lecture seven | lecture eight | lecture nine | lecture ten | lecture eleven | lecture twelve
lecture thirteen | lecture fourteen | lecture fifteen | lecture sixteen | lecture seventeen

​Past York Modules

Intermediate Logic (Autumn): Classical Logic
lecture one | lecture two | lecture three | lecture four | lecture five 
lecture six | lecture seven | lecture eight

Intermediate Logic (Spring): Variations on Classical Logic
lecture one | lecture two | lecture three | lecture four | lecture five
lecture six | lecture seven | lecture eight | lecture nine
A Modal Logic Primer | A Second-Order Logic Primer | An Intuitionistic Logic Primer

Foundations of Mathematics
lecture one | lecture two | lecture three | lecture four | lecture five
lecture six | lecture seven | lecture eight | lecture nine

Philosophy of Physics
​lecture one | lecture two | lecture three | lecture four | lecture five
lecture six | lecture seven | lecture eight | lecture nine

Rationality, Morality and Economics
Decisions under Ignorance: lecture one | lecture two
The Axioms of Expected Utility Theory: lecture one | lecture two
Newcomb's Problem: lecture one | lecture two

Paradoxes
lecture one | lecture two | lecture three | lecture four | lecture five | bonus one
lecture six | lecture seven | lecture eight | bonus two | lecture nine

Philosophy of Language
lecture one | lecture two | lecture three | lecture four | lecture five
lecture six | lecture seven | lecture eight | lecture nine

Kripke's Naming and Necessity
lecture one | lecture two | lecture three | lecture four
lecture five | lecture six | lecture seven | lecture eight

Philosophy of Time
intro lecture | lecture one | lecture two | lecture three | lecture four
lecture five | lecture six | lecture seven | lecture eight