Relationship Between Low Back Pain and Lumbar Multifidus Size at Different Postures
スポンサーリンク
概要
- 論文の詳細を見る
- 2006-09-01
著者
-
Chan Clement
Department Of Rehabilitation Sciences The Hong Kong Polytechnic University
-
Lam Ching
Department Of Rehabilitation Sciences The Hong Kong Polytechnic University
-
Lam Ching
Department Of Chemical Pathology Prince Of Wales Hospital The Chinese University Of Hong Kong Hong K
-
Chan Suk-tak
Department Of Health Technology And Informatics The Hong Kong Polytechnic University
-
Lam Tat-sang
Department Of Rehabilitation Sciences The Hong Kong Polytechnic University
-
LEE Sai-wing
Department of Rehabilitation Sciences, The Hong Kong Polytechnic University
-
LAU Nga-chi
Department of Rehabilitation Sciences, The Hong Kong Polytechnic University
-
LAU Rufina
Department of Rehabilitation Sciences, The Hong Kong Polytechnic University
-
Lau Nga-chi
Department Of Rehabilitation Sciences The Hong Kong Polytechnic University
-
Lau Rufina
Department Of Rehabilitation Sciences The Hong Kong Polytechnic University
-
Lee Sai-wing
Department Of Rehabilitation Sciences The Hong Kong Polytechnic University
-
Chan Clement
Department Of Obstetrics And Gynaecology National University Of Singapore
関連論文
- 2A-elements of the Babymonster and idempotents of central charge 7/10(Group Theory and Related Topics)
- The First 2 Case Reports of Frozen Embryo Donation Twin Pregnancies in Singapore : Hormonal Profiles and Obstetrical Outcome
- Galactorrhea : A strong clinical clue towards the diagnosis of neurotransmitter disease
- On holomorphic framed vertex operator algebras of rank 24(Group Theory and Related Topics)
- Binary codes and the classification of holomorphic framed vertex operator algebras (Combinatorial Representation Theory and Related Topics)
- Relationship Between Low Back Pain and Lumbar Multifidus Size at Different Postures
- 'INVERSES' OF VIRASORO OPERATORS(Finite groups and related topics)
- Induced modules for orbifold vertex operator algebras
- Lattice Vertex Operator Algebra V√2E8 and an Algebra of Miyamoto of Central Charge 1/2 + 21/22 (代数的組合せ論 研究集会報告集)
- The Lattice Vertex Operator Algebra V√2Dl and Some Vertex Operator Algebras Constructed from Z8-codes (頂点作用素代数の表現論とその周辺)