Matches in DBpedia 2015-10 for { <http://books.google.com/books?vid=ISBN0-8218-1095-2> ?p ?o }
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- books?vid=ISBN0-8218-1095-2 authorLink "T. Y. Lam".
- books?vid=ISBN0-8218-1095-2 authorLink "Tsit Yuen Lam".
- books?vid=ISBN0-8218-1095-2 authorlink "T. Y. Lam".
- books?vid=ISBN0-8218-1095-2 authorlink "Tsit Yuen Lam".
- books?vid=ISBN0-8218-1095-2 first "T. Y.".
- books?vid=ISBN0-8218-1095-2 first "Tsit-Yuen".
- books?vid=ISBN0-8218-1095-2 isCitedBy Algebraic_K-theory.
- books?vid=ISBN0-8218-1095-2 isCitedBy Biquaternion_algebra.
- books?vid=ISBN0-8218-1095-2 isCitedBy Brauer–Wall_group.
- books?vid=ISBN0-8218-1095-2 isCitedBy Cartan–Dieudonné_theorem.
- books?vid=ISBN0-8218-1095-2 isCitedBy Central_simple_algebra.
- books?vid=ISBN0-8218-1095-2 isCitedBy Clifford_algebra.
- books?vid=ISBN0-8218-1095-2 isCitedBy Composition_algebra.
- books?vid=ISBN0-8218-1095-2 isCitedBy Euclidean_field.
- books?vid=ISBN0-8218-1095-2 isCitedBy Glossary_of_field_theory.
- books?vid=ISBN0-8218-1095-2 isCitedBy Hasse_invariant_of_a_quadratic_form.
- books?vid=ISBN0-8218-1095-2 isCitedBy Hilbert_symbol.
- books?vid=ISBN0-8218-1095-2 isCitedBy Hilberts_seventeenth_problem.
- books?vid=ISBN0-8218-1095-2 isCitedBy Hurwitz_problem.
- books?vid=ISBN0-8218-1095-2 isCitedBy Hurwitzs_theorem_(composition_algebras).
- books?vid=ISBN0-8218-1095-2 isCitedBy Linked_field.
- books?vid=ISBN0-8218-1095-2 isCitedBy Milnor_K-theory.
- books?vid=ISBN0-8218-1095-2 isCitedBy Octonion_algebra.
- books?vid=ISBN0-8218-1095-2 isCitedBy Ordered_field.
- books?vid=ISBN0-8218-1095-2 isCitedBy Pfister_form.
- books?vid=ISBN0-8218-1095-2 isCitedBy Pythagoras_number.
- books?vid=ISBN0-8218-1095-2 isCitedBy Quadratic_form.
- books?vid=ISBN0-8218-1095-2 isCitedBy Quadratically_closed_field.
- books?vid=ISBN0-8218-1095-2 isCitedBy Quaternion_algebra.
- books?vid=ISBN0-8218-1095-2 isCitedBy Quaternionic_structure.
- books?vid=ISBN0-8218-1095-2 isCitedBy Steinberg_symbol.
- books?vid=ISBN0-8218-1095-2 isCitedBy Stufe_(algebra).
- books?vid=ISBN0-8218-1095-2 isCitedBy U-invariant.
- books?vid=ISBN0-8218-1095-2 isCitedBy Universal_quadratic_form.
- books?vid=ISBN0-8218-1095-2 isCitedBy Witt_group.
- books?vid=ISBN0-8218-1095-2 isCitedBy Witts_theorem.
- books?vid=ISBN0-8218-1095-2 isbn "0-8218-1095-2".
- books?vid=ISBN0-8218-1095-2 last "Lam".
- books?vid=ISBN0-8218-1095-2 location "Providence, RI".
- books?vid=ISBN0-8218-1095-2 mr "2104929".
- books?vid=ISBN0-8218-1095-2 pages "132–142".
- books?vid=ISBN0-8218-1095-2 publisher American_Mathematical_Society.
- books?vid=ISBN0-8218-1095-2 publisher "American Mathematical Society".
- books?vid=ISBN0-8218-1095-2 series Graduate_Studies_in_Mathematics.
- books?vid=ISBN0-8218-1095-2 series "Graduate Studies in Mathematics".
- books?vid=ISBN0-8218-1095-2 title "Introduction to Quadratic Forms over Fields".
- books?vid=ISBN0-8218-1095-2 title "Introduction to quadratic forms over fields".
- books?vid=ISBN0-8218-1095-2 volume "67".
- books?vid=ISBN0-8218-1095-2 year "2005".
- books?vid=ISBN0-8218-1095-2 zbl "1068.11023".