Michael Wright Collection

Oxford

Elements area

Taxonomy

Places

Code

Scope note(s)

Source note(s)

Display note(s)

Hierarchical terms

Oxford

Equivalent terms

Oxford

Associated terms

Oxford

13 Archival description results for Oxford

13 results directly related Exclude narrower terms

03/02/03 Philosophy of Mathematics Seminar, Oxford: John Mayberry: How to think about the natural numbers

MWC-MW0001335 · Item

Part of Michael Wright Collection

03/02/03 Philosophy of Mathematics Seminar, Oxford: post-seminar conversations: John Mayberry, Dan Isaacson, D Corfield et al

MWC-MW0001337 · Item

Part of Michael Wright Collection

03/02/03 Philosophy of Mathematics Seminar, Oxford: post-seminar conversations: John Mayberry, Dan Isaacson, D Corfield et al

MWC-MW0001336 · Item

Part of Michael Wright Collection

03/02/03 Philosophy of Mathematics Seminar, Oxford: post-seminar conversations: John Mayberry, Dan Isaacson, D Corfield et al (contd.)

MWC-MW0001337 · Item

Part of Michael Wright Collection

07/11/02 Philosophy of Mathematics Seminar, Oxford: Gianluigi Oliveri: Mathematics - a quasi-empirical science

MWC-MW0001844 · Item

Part of Michael Wright Collection

17/02/03 Philosophy of Mathematics Seminar, Oxford: Michael Potter: How high can we go? Limitations of size principles & set-theoretic hierarchy

MWC-MW0001342 · Item

Part of Michael Wright Collection

17/02/03 Philosophy of Mathematics Seminar, Oxford: Michael Potter: How high can we go? Limitations of size principles & set-theoretic hierarchy (contd.)

MWC-MW0001342 · Item

Part of Michael Wright Collection

19/05/88 Philosophy of Mathematics Seminar, Oxford

MWC-MW0003560 · Item

Part of Michael Wright Collection

25/05/88 Philosophy of Mathematics Seminar, Oxford: conv. Dan Isaacson: Graham Higman: Caverns measureless to man - the middle scale structure of mathematics

MWC-MW0003555 · Item

Part of Michael Wright Collection

25/05/88 Philosophy of Mathematics Seminar, Oxford: conv. Dan Isaacson: Graham Higman: Caverns measureless to man - the middle scale structure of mathematics

MWC-MW0003565 · Item

Part of Michael Wright Collection

Browse Places:

Narrow your results by:

Subject

Oxford

Elements area

Taxonomy

Code

Scope note(s)

Source note(s)

Display note(s)

Hierarchical terms

Oxford

Equivalent terms

Oxford

Associated terms

Oxford

13 Archival description results for Oxford