Tohoku Mathematical Journal
2000
December
SECOND SERIES VOL. 52, NO. 4

Tohoku Math. J.
52 (2000), 603-628

Title NON-ISOTROPIC HARMONIC TORI IN COMPLEX PROJECTIVE SPACES AND CONFIGURATIONS OF POINTS ON RATIONAL OR ELLIPTIC CURVES

Author Tetsuya Taniguchi

(Received April 16, 1999, revised June 7, 1999)
Abstract. Recently, McIntosh develops a method of constructing all non-isotropic harmonic tori in a complex projective space in terms of their spectral data. In this paper, we classify all spectral data whose spectral curves are smooth rational or elliptic curves. We also construct explicitly corresponding harmonic maps.

2000 Mathematics Subject Classification. Primary 58E20; Secondary 53C42.

To the top of this page

Back to the Contents