New types of number-theoretical systems /
A. Weil.

Description

Main Author

Weil, A.

Related Names

University of Chicago. Department of Mathematics.
United States. Air Force.

Language(s)

English

Published

[Washington, D.C.] : Air Force Office of Scientific Research, Air Research and Development Command, United States Air Force, 1958.

Subjects

Surfaces, Algebraic.
Numbers, Complex.
Curves, Algebraic.
Surfaces, Algebraic.
Numbers, Complex.
Curves, Algebraic.

Summary

The report concentrates on two lines of investigation: (1) The classical problem of the moduli of algebraic curves over complex numbers; (2) A study of the Kahler varieties topologically identical with the non-singular quartics in projective 3-space (hense forward called K3 surfaces).

Note

Research supported by the United States Air Force, and performed by the University of Chicago, Department of Mathematics.
ASTIA Document No. AD 162 245.

Physical Description

4, 14 leaves ; 28 cm.

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