Matches in DBpedia 2016-04 for { <http://books.google.com/books?vid=ISBN0-521-55001-7> ?p ?o }
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- books?vid=ISBN0-521-55001-7 author Steven_Weinberg.
- books?vid=ISBN0-521-55001-7 author "Steven Weinberg".
- books?vid=ISBN0-521-55001-7 author "Weinberg, Steven".
- books?vid=ISBN0-521-55001-7 authorlink "Steven Weinberg".
- books?vid=ISBN0-521-55001-7 chapter "5".
- books?vid=ISBN0-521-55001-7 date "1995".
- books?vid=ISBN0-521-55001-7 first "S".
- books?vid=ISBN0-521-55001-7 first "S.".
- books?vid=ISBN0-521-55001-7 first "Steve".
- books?vid=ISBN0-521-55001-7 first "Steven".
- books?vid=ISBN0-521-55001-7 isCitedBy Antiparticle.
- books?vid=ISBN0-521-55001-7 isCitedBy Bargmann–Wigner_equations.
- books?vid=ISBN0-521-55001-7 isCitedBy Bispinor.
- books?vid=ISBN0-521-55001-7 isCitedBy Clifford_algebra.
- books?vid=ISBN0-521-55001-7 isCitedBy Derivations_of_the_Lorentz_transformations.
- books?vid=ISBN0-521-55001-7 isCitedBy Electromagnetic_radiation.
- books?vid=ISBN0-521-55001-7 isCitedBy Feynman_slash_notation.
- books?vid=ISBN0-521-55001-7 isCitedBy Gamma_matrices.
- books?vid=ISBN0-521-55001-7 isCitedBy General_relativity.
- books?vid=ISBN0-521-55001-7 isCitedBy History_of_mathematical_notation.
- books?vid=ISBN0-521-55001-7 isCitedBy Irreducible_representation.
- books?vid=ISBN0-521-55001-7 isCitedBy Klein–Gordon_equation.
- books?vid=ISBN0-521-55001-7 isCitedBy Källén–Lehmann_spectral_representation.
- books?vid=ISBN0-521-55001-7 isCitedBy Lie_algebra_extension.
- books?vid=ISBN0-521-55001-7 isCitedBy Lorentz_transformation.
- books?vid=ISBN0-521-55001-7 isCitedBy Matrix_(mathematics).
- books?vid=ISBN0-521-55001-7 isCitedBy Particle_physics_and_representation_theory.
- books?vid=ISBN0-521-55001-7 isCitedBy Representation_theory_of_the_Lorentz_group.
- books?vid=ISBN0-521-55001-7 isCitedBy S-matrix.
- books?vid=ISBN0-521-55001-7 isCitedBy Sokhotski–Plemelj_theorem.
- books?vid=ISBN0-521-55001-7 isCitedBy Thomas_precession.
- books?vid=ISBN0-521-55001-7 isCitedBy Wave_function.
- books?vid=ISBN0-521-55001-7 isCitedBy Wigners_theorem.
- books?vid=ISBN0-521-55001-7 isbn "0-521-55001-7".
- books?vid=ISBN0-521-55001-7 last "Weinberg".
- books?vid=ISBN0-521-55001-7 page "358".
- books?vid=ISBN0-521-55001-7 pages "14".
- books?vid=ISBN0-521-55001-7 pages "15–17".
- books?vid=ISBN0-521-55001-7 pages "230–231".
- books?vid=ISBN0-521-55001-7 publisher Cambridge_University_Press.
- books?vid=ISBN0-521-55001-7 publisher "Cambridge Univ. Press".
- books?vid=ISBN0-521-55001-7 publisher "Cambridge University Press".
- books?vid=ISBN0-521-55001-7 publisher "Cambridge University Press, 1995".
- books?vid=ISBN0-521-55001-7 publisher "Cambridge university press".
- books?vid=ISBN0-521-55001-7 ref "harv".
- books?vid=ISBN0-521-55001-7 title "The Quantum Theory of Fields I: Foundations".
- books?vid=ISBN0-521-55001-7 title "The Quantum Theory of Fields".
- books?vid=ISBN0-521-55001-7 title "The Quantum Theory of Fields, Volume 1: Foundations".
- books?vid=ISBN0-521-55001-7 title "The Quantum Theory of Fields, vol I".
- books?vid=ISBN0-521-55001-7 title "The Quantum Theory of Fields. Volume I: Foundations".
- books?vid=ISBN0-521-55001-7 title "The Quantum Theory of Fields: Volume I Foundations".
- books?vid=ISBN0-521-55001-7 title "The quantum theory of fields, Volume 1 : Foundations".
- books?vid=ISBN0-521-55001-7 title "The quantum theory of fields, Volume 2".
- books?vid=ISBN0-521-55001-7 url v=onepage&q&f=false.
- books?vid=ISBN0-521-55001-7 volume "1".
- books?vid=ISBN0-521-55001-7 volume "I".
- books?vid=ISBN0-521-55001-7 year "1964".
- books?vid=ISBN0-521-55001-7 year "1995".
- books?vid=ISBN0-521-55001-7 year "2002".