You have chosen 'On the Principles of Indiscernibles' by Gottfried Leibniz, 'A Survey of Metaphysics' by E.J. Lowe and 'Aristotle on Learning to be Good' by Myles F. Burnyeat
start again | choose another area for these texts | all the ideas for this combination of textsAll the ideas for Mathematics, or select a subheading: |
A. | Nature of Mathematics | |
B. | Foundations for Mathematics | |
C. | Sources of Mathematics |