Skornyakov, L. Elements of General Algebra (Elementy obshchey algebry). First edition, 1983. In Russian.

Скорняков, Лев Анатольевич. Элементы общей алгебры / редакторы Л. А. Койфман, Ф. И. Кизнер.
Москва : издательство «Наука», Главная редакция физико-математической литературы, 1983. 272 страницы ; около 20 см. Тираж 11 500 экз.
Твердый издательский переплет.
Состояние хорошее: переплет чистый и яркий, тиснение чёткое, углы целые. Блок: на титульном листе и нескольких последующих страницах — вертикальный след влаги по правому краю; в остальном бумага крепкая, с обычным для возраста лёгким тонированием.
***
Skornyakov, Lev Anatolyevich. Elements of General Algebra / editors L. A. Koifman, F. I. Kizner. First edition.
Moscow : "Nauka" Publishing House, Chief Editorial Board for Physical and Mathematical Literature, 1983. 272 pp. ; approx. 20 cm. Print run of 11,500 copies.
Hardcover.
Condition good: boards clean and bright, stamping crisp, corners intact. Text block: vertical moisture staining along the right edge of the title leaf and several following pages; remainder of the paper firm, with the usual light age-toning.

An advanced Soviet university text surveying the whole landscape of general algebra by one of its leading Soviet specialists. Lev Anatolyevich Skornyakov (1924-2011) was a prominent Moscow algebraist particularly known for his contributions to the theory of lattices (structures) and later served as chief editor of the multi-volume Soviet reference work General Algebra. This monograph pursues an ambitious pedagogical aim, attempting to present at least one non-trivial theorem from each major branch of the subject: universal algebras and varieties, lattice theory and Boolean algebras, associative rings and modules including homological algebra, groups and Lie algebras and rings, field theory and Galois theory, ordered and topological algebraic systems, and category theory. Intended for graduate students, researchers, and advanced undergraduates at university mathematics and pedagogical-institute faculties, it was explicitly designed to double as preparation for the Soviet kandidat examination in mathematical logic, algebra, and number theory. Its breadth and its late-Soviet vantage point on then-current algebraic theory make it a useful reference point for historians tracing the maturation of the Moscow algebraic school in the final decade before its dispersal.