Set (mathematics)/Bibliography: Difference between revisions
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*{{cite book |title=Encyclopedic dictionary of mathematics |edition=paperback ed |isbn=0262590204 |publisher=MIT Press |year=1993 |editor=Kiyosi Itô, editor |url=http://books.google.com/books?id=WHjO9K6xEm4C&printsec=frontcover}} A masterful two-volume encyclopedia of a huge number of mathematical topics very succinctly yet clearly explained. | *{{cite book |title=Encyclopedic dictionary of mathematics |edition=paperback ed |isbn=0262590204 |publisher=MIT Press |year=1993 |editor=Kiyosi Itô, editor |url=http://books.google.com/books?id=WHjO9K6xEm4C&printsec=frontcover}} A masterful two-volume encyclopedia of a huge number of mathematical topics very succinctly yet clearly explained. | ||
*{{cite book |title=Linear algebra: Theory and applications |author=Ward Cheney, David Kincaid |chapter=§2.3: Linear transformations; Domain, co-domain, and range |pages=p. 135 |isbn=1449613527 |year=2011 |publisher=Jones & Bartlett Publishers |edition=2nd ed |url=http://books.google.com/books?id=S0imN2tl1qwC&pg=PA135}} This section provides an introduction to mappings. | |||
Latest revision as of 18:44, 10 May 2011
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- (1993) Kiyosi Itô, editor: Encyclopedic dictionary of mathematics, paperback ed. MIT Press. ISBN 0262590204. A masterful two-volume encyclopedia of a huge number of mathematical topics very succinctly yet clearly explained.
- Ward Cheney, David Kincaid (2011). “§2.3: Linear transformations; Domain, co-domain, and range”, Linear algebra: Theory and applications, 2nd ed. Jones & Bartlett Publishers, p. 135. ISBN 1449613527. This section provides an introduction to mappings.