A 2002 book of Markl, Shnider and Stasheff Operads in algebra, topology, and physics was the first book to provide a systematic treatment of operad theory, an area of mathematics that came to prominence in 1990s and found many applications in algebraic topology, category theory, graph cohomology, representation theory, algebraic geometry, combinatorics, knot theory, moduli spaces, and other areas. The book was the subject of a Featured Review in Mathematical Reviews by Alexander A. Voronov which stated, in particular: "The first book whose main goal is the theory of operads per se ... a book such as this one has been long awaited by a wide scientific readership, including mathematicians and theoretical physicists ... a great piece of mathematical literature and will be helpful to anyone who needs to use operads, from graduate students to mature mathematicians and physicists."[4]
Bibliography
Books
Markl, Martin; Shnider, Steven; Stasheff, James D (2002), Operads in algebra, topology, and physics, Mathematical surveys and monographs, v. 96, American Mathematical Society, ISBN978-0-8218-2134-3, OCLC318373640
Shnider, Steven; Sternberg, Shlomo (1993), Quantum groups : from coalgebras to Drinfeld algebras : a guided tour, Graduate texts in mathematical physics, 2., International Press, cop, ISBN978-1-57146-000-4, OCLC438550743
Shnider, Steven; Wells, Raymond O (1989), Supermanifolds, super twistor spaces and super Yang-Mills fields, Séminaire de Mathematiques Supérieures, Séminaire Scientifique OTAN (Nato advanced study institute), Département de Mathématiques et de Statistique, Université de Montréal, 106, Montréal (Québec) Presses de l'Univ. de Montréal, ISBN978-2-7606-0286-1, OCLC230986063