Zariski surfaces (Topical Term)

Work cat.: Blass, P. Zariski surfaces and differential equations ... c1987.

Blass, P. Zariski surfaces, 1983: p. 6 (a smooth algebraic surface X defined over an algebraically closed field, k, of characteristic p>0 is a Zariski surface if there exist 2 elements x, y in the function field of X, denoted k(X), that are algebraically independent)

Math. subj. classif.; LC data base; James math. dict.; Encyc. dict. math.; McGraw-Hill dict. sci. tech.