Abstract
The $K$-rings of non-singular complex projective varieties as well as quasi-toric manifolds were described in terms of generators and relations in earlier work of the author with V. Uma. In this paper we obtain a similar description for the more general class of torus manifolds with locally standard torus action and orbit space a homology polytope, which includes the class of all smooth complete complex toric varieties.
Citation
Parameswaran Sankaran. "$K$-rings of smooth complete toric varieties and related spaces." Tohoku Math. J. (2) 60 (4) 459 - 469, 2008. https://doi.org/10.2748/tmj/1232376162
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