Comments:

87 pages, April 19, 2002, free PDF printable download

Abstract:

The book presents a concise background on universal algebraic geometry: "A general insight (into) algebraic geometry in different varieties of algebras inspires some new problems in algebra and algebraic geometry. The problems of such kind determine, to a great extent, the content of universal algebraic geometry. For example, a general and natural problem is: When do algebras H1 and H2 have the same geometry? Or more specifically, what are the conditions on algebras from a given variety \theta that provide the coincidence of their algebraic geometries?"

Rights:

Open access: http://www.springerlink.com/content/m6131m1558342827/

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