Table of Contents

EARLY PAPERS
1: A note on the tangents of a twisted cubic.
2: Complex fibre bundles and ruled surfaces.
3: Formes de seconde espèce sur une variété algebrique.
4: Integrals of the secon kind on an algebraic variety.
5: On the Krull-Schmidt theorem with application to sheaves.
6: Complex analytical connections in fibre bundles.
7: Vector bundles over an elliptic curve.
8: On analytical surfaces with double points.
9: Some examples of complex manifolds.
GENERAL PAPERS
10: The role of algebraic topology in mathematics.
11: Wandel und Fortschritt in der Mathematik.
12: How research is carried out.
13: Global geometry.
14: William Vallance Douglas Hodge 1903-1975.
15: Singularities of functions.
16: Trends in pure mathematics.
17: Theunity of mathematics.
18: What is geometry?
19: An interview with Michael Atiyah.
20: Speech on conferment of the Feltrinelli Prize.
21: Geometry and analysis in the nineteen-eighties.
22: Mathematics and the computer revolution:
I Nuova civilta delle macchine,
II The influence of computers and informatics on mathematics and its teaching.
23: .

Reviews

"A monument of scholarship recording the accomplishment of one of the greatest living mathematicians." --American Mathematical Monthly