The Zariski closure of an arbitrary representable (not necessarily associative) algebra is studied in the general context of universal algebra, with an application being that the codimension sequence is exponentially bounded.
Belov-Kanel, A., Giambruno, A., Rowen, L.H., Vishne, U. (2014). Zariski Closed Algebras in Varieties of Universal Algebra. ALGEBRAS AND REPRESENTATION THEORY, 17(6), 1771-1783 [10.1007/s10468-014-9469-8].
Zariski Closed Algebras in Varieties of Universal Algebra
GIAMBRUNO, Antonino;
2014-01-01
Abstract
The Zariski closure of an arbitrary representable (not necessarily associative) algebra is studied in the general context of universal algebra, with an application being that the codimension sequence is exponentially bounded.
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