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• 6-j_symbol abstract "Wigner's 6-j symbols were introduced byEugene Paul Wigner in 1940, and published in 1965.They are defined by a sum over products of four 3jm symbols,with phase . The summation is overall six mi, effectively confined by the selection rules ofthe 3jm symbols.They are related to Racah's W-coefficientsbyThey have higher symmetry than Racah's W-coefficients.".
• 6-j_symbol wikiPageExternalLink anc.
• 6-j_symbol wikiPageExternalLink anc.
• 6-j_symbol wikiPageExternalLink software.html.
• 6-j_symbol wikiPageExternalLink 369j.html.
• 6-j_symbol wikiPageExternalLink wigner.shtml.
• 6-j_symbol wikiPageExternalLink Coupling-Coefficients.html.
• 6-j_symbol wikiPageExternalLink vc.
• 6-j_symbol wikiPageID "8925452".
• 6-j_symbol wikiPageRevisionID "599914444".
• 6-j_symbol first "Leonard C.".
• 6-j_symbol hasPhotoCollection 6-j_symbol.
• 6-j_symbol id "34".
• 6-j_symbol last "Maximon".
• 6-j_symbol title "3".
• 6-j_symbol subject Category:Monoidal_categories.
• 6-j_symbol subject Category:Quantum_mechanics.
• 6-j_symbol subject Category:Representation_theory_of_Lie_groups.
• 6-j_symbol subject Category:Rotational_symmetry.
• 6-j_symbol comment "Wigner's 6-j symbols were introduced byEugene Paul Wigner in 1940, and published in 1965.They are defined by a sum over products of four 3jm symbols,with phase . The summation is overall six mi, effectively confined by the selection rules ofthe 3jm symbols.They are related to Racah's W-coefficientsbyThey have higher symmetry than Racah's W-coefficients.".
• 6-j_symbol label "6-j symbol".
• 6-j_symbol label "6-j символ".
• 6-j_symbol label "6j記号".
• 6-j_symbol label "Simboli 6j".
• 6-j_symbol sameAs Simboli_6j.
• 6-j_symbol sameAs 6j記号.
• 6-j_symbol sameAs m.027pyfw.
• 6-j_symbol sameAs Q2606520.
• 6-j_symbol sameAs Q2606520.
• 6-j_symbol wasDerivedFrom 6-j_symbol?oldid=599914444.
• 6-j_symbol isPrimaryTopicOf 6-j_symbol.