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This comprehensive text focuses on the homotopical technology in
use at the forefront of modern algebraic topology. Following on
from a standard introductory algebraic topology sequence, it will
provide students with a comprehensive background in spectra and
structured ring spectra. Each chapter is an extended tutorial by a
leader in the field, offering the first really accessible treatment
of the modern construction of the stable category in terms of both
model categories of point-set diagram spectra and
infinity-categories. It is one of the only textbook sources for
operadic algebras, structured ring spectra, and Bousfield
localization, which are now basic techniques in the field, and the
book provides a rare expository treatment of spectral algebraic
geometry. Together the contributors - Emily Riehl, Daniel Dugger,
Clark Barwick, Michael A. Mandell, Birgit Richter, Tyler Lawson,
and Charles Rezk - offer a complete, authoritative source to learn
the foundations of this vibrant area.
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