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- Q84772808 description "2011 nî lūn-bûn" @default.
- Q84772808 description "2011年の論文" @default.
- Q84772808 description "2011年学术文章" @default.
- Q84772808 description "2011年学术文章" @default.
- Q84772808 description "2011年学术文章" @default.
- Q84772808 description "2011年学术文章" @default.
- Q84772808 description "2011年学术文章" @default.
- Q84772808 description "2011年学术文章" @default.
- Q84772808 description "2011年學術文章" @default.
- Q84772808 description "2011年學術文章" @default.
- Q84772808 description "2011年學術文章" @default.
- Q84772808 description "2011年學術文章" @default.
- Q84772808 description "2011年學術文章" @default.
- Q84772808 description "2011년 논문" @default.
- Q84772808 description "article científic" @default.
- Q84772808 description "article scientific" @default.
- Q84772808 description "article scientifique" @default.
- Q84772808 description "articol științific" @default.
- Q84772808 description "articolo scientifico" @default.
- Q84772808 description "artigo científico" @default.
- Q84772808 description "artigo científico" @default.
- Q84772808 description "artigo científico" @default.
- Q84772808 description "artikel ilmiah" @default.
- Q84772808 description "artikull shkencor" @default.
- Q84772808 description "artikulong pang-agham" @default.
- Q84772808 description "artykuł naukowy" @default.
- Q84772808 description "artículo científico publicado en 2011" @default.
- Q84772808 description "artículu científicu" @default.
- Q84772808 description "bilimsel makale" @default.
- Q84772808 description "bài báo khoa học" @default.
- Q84772808 description "naučni članak" @default.
- Q84772808 description "scienca artikolo" @default.
- Q84772808 description "scientific article published on 03 August 2011" @default.
- Q84772808 description "scientific article published on 3 August 2011" @default.
- Q84772808 description "scientific article published on 3 August 2011" @default.
- Q84772808 description "teaduslik artikkel" @default.
- Q84772808 description "tieteellinen artikkeli" @default.
- Q84772808 description "tudományos cikk" @default.
- Q84772808 description "vedecký článok" @default.
- Q84772808 description "vetenskaplig artikel" @default.
- Q84772808 description "videnskabelig artikel udgivet 3. august 2011" @default.
- Q84772808 description "vitenskapelig artikkel" @default.
- Q84772808 description "vitskapeleg artikkel" @default.
- Q84772808 description "vědecký článek" @default.
- Q84772808 description "wetenschappelijk artikel" @default.
- Q84772808 description "wissenschaftlicher Artikel" @default.
- Q84772808 description "επιστημονικό άρθρο" @default.
- Q84772808 description "мақолаи илмӣ" @default.
- Q84772808 description "наукова стаття, опублікована в серпні 2011" @default.
- Q84772808 description "научна статия" @default.
- Q84772808 description "научная статья" @default.
- Q84772808 description "научни чланак" @default.
- Q84772808 description "научни чланак" @default.
- Q84772808 description "מאמר מדעי" @default.
- Q84772808 description "مقالة علمية نشرت في 3 أغسطس 2011" @default.
- Q84772808 description "৩ আগস্ট ২০১১-এ প্রকাশিত বৈজ্ঞানিক নিবন্ধ" @default.
- Q84772808 description "บทความทางวิทยาศาสตร์" @default.
- Q84772808 description "სამეცნიერო სტატია" @default.
- Q84772808 name "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 name "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 type Item @default.
- Q84772808 label "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 label "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 prefLabel "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 prefLabel "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 P1433 Q84772808-A3B8D66E-7381-43D1-AD23-5D69A7690980 @default.
- Q84772808 P1476 Q84772808-7333E127-9CB0-4D48-929B-74E646F95AE7 @default.
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- Q84772808 P304 Q84772808-95D89E3E-90BA-41FB-8477-9621BAF0D228 @default.
- Q84772808 P31 Q84772808-B874D5D5-4295-4D98-8C68-E47F02082B00 @default.
- Q84772808 P356 Q84772808-8A46FA0A-2744-4F70-ABE0-DD3A26B9765C @default.
- Q84772808 P433 Q84772808-93884D00-FAB5-469B-8910-EB7310EA33E9 @default.
- Q84772808 P478 Q84772808-18D541EB-5CE9-436A-BC5C-2EE4AFF5FE50 @default.
- Q84772808 P577 Q84772808-090AFC88-E427-4787-9CC7-2FCE44B0C970 @default.
- Q84772808 P698 Q84772808-625097CC-F6E7-4132-AF51-989E2129268D @default.
- Q84772808 P921 Q84772808-BDBDA276-364A-468B-957F-72ACDFCC01F1 @default.
- Q84772808 P356 S010876731102633X @default.
- Q84772808 P698 21844652 @default.
- Q84772808 P1433 Q15708686 @default.
- Q84772808 P1476 "Radial integrals for the magnetic form factor of 5d transition elements" @default.
- Q84772808 P2093 "Kohjiro Kobayashi" @default.
- Q84772808 P2093 "Masahisa Ito" @default.
- Q84772808 P2093 "Tatsuya Nagao" @default.
- Q84772808 P304 "473-480" @default.
- Q84772808 P31 Q13442814 @default.
- Q84772808 P356 "10.1107/S010876731102633X" @default.
- Q84772808 P433 "Pt 5" @default.
- Q84772808 P478 "67" @default.
- Q84772808 P577 "2011-08-03T00:00:00Z" @default.
- Q84772808 P698 "21844652" @default.
- Q84772808 P921 Q24574728 @default.