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PART I: MATHEMATICS AND PHILOSOPHY
Paper 1: The Interrelations between Mathematics and Philosophy in Leibniźs Thought; Norma B. Goethe, Philip Beeley and David Rabouin
Paper 2: Leibniz, Philosopher Mathematician and Mathematical Philosopher; Philip Beeley
Paper 3: The Difficulty of Being Simple: On Some Interactions between Mathematics and Philosophy in Leibniz{u2019}s Analysis of Notions; David Rabouin
PART II: MATHEMATICAL REFLECTIONS
Paper 4: Leibniz{u2019}s Mathematical and Philosophical Analysis of Time; Emily R. Grosholz
Paper5: Analyticité, Équipollence et Théorie des Courbes chez Leibniz; Eberhard Knobloch
Paper 6: Leibniz as Reader and Second Inventor: The Cases of Barrow and Mengoli; Siegmund Probst
PART III: THE PROBLEM OF INFINITY
Paper 7: Leibniźs Actual Infinite in Relation to his Analysis of Matter; Richard Arthur
Paper 8: Comparability of Infinities and Infinite Multitude in Galileo and Leibniz; Samuel Levey
Paper 9: Leibniz on the Elimination of Infinitesimals; Douglas Jesseph.
Paper 1: The Interrelations between Mathematics and Philosophy in Leibniźs Thought; Norma B. Goethe, Philip Beeley and David Rabouin
Paper 2: Leibniz, Philosopher Mathematician and Mathematical Philosopher; Philip Beeley
Paper 3: The Difficulty of Being Simple: On Some Interactions between Mathematics and Philosophy in Leibniz{u2019}s Analysis of Notions; David Rabouin
PART II: MATHEMATICAL REFLECTIONS
Paper 4: Leibniz{u2019}s Mathematical and Philosophical Analysis of Time; Emily R. Grosholz
Paper5: Analyticité, Équipollence et Théorie des Courbes chez Leibniz; Eberhard Knobloch
Paper 6: Leibniz as Reader and Second Inventor: The Cases of Barrow and Mengoli; Siegmund Probst
PART III: THE PROBLEM OF INFINITY
Paper 7: Leibniźs Actual Infinite in Relation to his Analysis of Matter; Richard Arthur
Paper 8: Comparability of Infinities and Infinite Multitude in Galileo and Leibniz; Samuel Levey
Paper 9: Leibniz on the Elimination of Infinitesimals; Douglas Jesseph.