Matches in Harvard for { <http://id.lib.harvard.edu/aleph/008881658/catalog> ?p ?o. }
Showing items 1 to 24 of
24
with 100 items per page.
- catalog abstract "One of the latest mathematical discoveries was the proof, by Andrew Wiles, of Fermat's last theorum, a 300-year old conjecture that had eluded professional mathematicians as well as serious amateurs. This revised edition introduces all elements necessary for understanding Wiles' proof.".
- catalog contributor b12467117.
- catalog contributor b12467118.
- catalog contributor b12467119.
- catalog created "c2002.".
- catalog date "2002".
- catalog date "c2002.".
- catalog dateCopyrighted "c2002.".
- catalog description "Algebraic background -- Algebraic numbers -- Quadratic and cyclotomic fields -- Factorization into irreducibles -- Ideals -- Lattices -- Minkowski's theorem -- Geometric representation of algebraic numbers -- Class-group and class-number -- Computational methods -- Kummer's special case of Fermat's last theorem -- The path to the final breakthrough -- Elliptic curves -- Elliptic functions -- Appendices. A. Quadratic residues ; B. Dirichlet's units theorem.".
- catalog description "Includes bibliographical references (p. 303-308) and index.".
- catalog description "One of the latest mathematical discoveries was the proof, by Andrew Wiles, of Fermat's last theorum, a 300-year old conjecture that had eluded professional mathematicians as well as serious amateurs. This revised edition introduces all elements necessary for understanding Wiles' proof.".
- catalog extent "xix, 313 p. :".
- catalog identifier "1568811195".
- catalog issued "2002".
- catalog issued "c2002.".
- catalog language "eng".
- catalog publisher "Natick, Mass. : AK Peters,".
- catalog subject "512/.74 21".
- catalog subject "Algebraic number theory.".
- catalog subject "Fermat's last theorem.".
- catalog subject "QA247 .S76 2002".
- catalog tableOfContents "Algebraic background -- Algebraic numbers -- Quadratic and cyclotomic fields -- Factorization into irreducibles -- Ideals -- Lattices -- Minkowski's theorem -- Geometric representation of algebraic numbers -- Class-group and class-number -- Computational methods -- Kummer's special case of Fermat's last theorem -- The path to the final breakthrough -- Elliptic curves -- Elliptic functions -- Appendices. A. Quadratic residues ; B. Dirichlet's units theorem.".
- catalog title "Algebraic number theory and fermat's last theorem / Ian Stewart, David Tall.".
- catalog type "text".