在十九世纪中叶存在于HIDA地区。HIDA是一个旧的行政部门,覆盖了日本中部日本中部山区3280km2日本的3280公里,日本是一个先进且自我维护的国家,赖斯(Rice)扮演着最重要的角色,作为生存基地,也是货币单位。但是,在希达(Hida),由于其山地形,大米的生产受到限制,其居民使用了广泛的野生食品来满足其热量需求。
核医学骨骼扫描:SpectImpost:乳房:乳房:themant:ther:LR黑色素瘤部位:_________________________________药理学药理药理学心疗中心病(pyp)(pyp)固体液体胃反流(牛奶扫描)HIDA扫描w/cck甲状旁腺扫描甲状腺甲状腺甲状腺甲状腺甲状腺甲状腺甲状腺甲状腺甲状腺甲状腺疗法核囊图:肾脏囊力术:肾脏扫描:肾脏扫描:in Liver/Spleen Cisternogram WBC Labeled Scan (Indium, Ceretec) VQ Scan Quantitative Octreoscan Other: _____________________________________
图像 - 基础丰度多重免疫特征:翻译就业。国际免疫肿瘤boumarker;页,D.B。; Broeckx,G。;冈萨雷斯(C.A.);伯基,c。墨菲,c。 Reis-Filho,J.S。; ly,a。; Harms,P.W。; Gupta,R.R。; Vieth,M。;血液,AI。;卡希拉(M。) Cosle,Z。;远处,P.J。van; Veranded,s。; Thasgaard,J。; Khiroya,r。 Abduljabbar,K。; Haab,G。Acosta; ACS,b。亚当斯(Adams) Almeida,J.S。; cover-cloud,i。 Azmoudeh-Ardalan,f。; Badve,s。; Baharun,N.B。; Bellolio,E.R。;祝福,诉; Blenman,K.R。; Fujimoto,L。Botiny Mendo;俄勒冈州汉堡; Chardas,A。; Cheang,M.C ..;复制,f。;库珀,洛杉矶; Coosemans,A。;站立,g。 Portela,F.L。dantes; Deman,f。; Demaria,s。; Dudgeon,S.N。; Elghazawy,M。; Fernand-Martin,c。 Fineberg,s。; Fox,S.B。; Giltnane,J.M。; Gnjatic,s。; Constance-Ericson,P.I。; Grigoriadis,A。; Halama,n。;汉娜(M.G.); Harbhajanka,A。; Hart,S.N。; Hartman,J。; Hewitt,S。; H.M。; Husain,Z。; Irshad,s。; Janssen,E.A; Cataoka,T.R。; Kawaguchi,K。; A.I. Khramsov; Kiraz,U。 Kirtani,P。;代码,L.L。; Corsica,K。; Acturk,G。; Scott,E。; E。;厨师,a。; Laenkholm,A.V。; Lang-Schwarz,c。 Larsimont,d。; J.K. Reading; Lerossau,M。; li,x。; Madabhus,A。; Maley,S.K。; Narasimhamhamurthy,V。Manur; Marks,D.K。;麦当劳E.S.; Pinard,C.J。; Rau,T.T。; Mehrotra,r。 Michels,s。; Kharidehal,d。; mirs,f。;米塔尔(Mittal)摩尔,D.A。; Mushtaq,s。; Nighat,H。; Papathomas,T。; lon-lorca,f。; Pera,R.D。; Pinto-Karden,J.C。;李子,G。; Pusztai,L。;新泽西州拉杰普特;报告,B.L。; Ribeiro,J.M。2024,第(262,3,(2024),pp。271-288)
3本地领域,J。W. S. Cassels 4扭曲理论的介绍,第二版,S。A. Hugget&K。P. Tod 5介绍一般相对性介绍,L。P. Hughston&K。P. Tod 7 Evolution and Dynaligation Systems的理论,J。Hofbauer&K。Sigmund 8在Banach and Banach Suross and Banach Surfors and Banach Surfiens,G。J. O. J. O. J. O. J. O. J. O. J. O. Thurston, A. CASSON & S. BLEILER 11 Spacetime and singularities, G. NABER 12 Undergraduate algebraic geometry, M. REID 13 An introduction to Hankel operators, J. R. PARTINGTON 15 Presentations of groups, second edition , D. L. JOHNSON 17 Aspects of quantum field theory in curved spacetime, S. A. FULLING 18 Braids and coverings: Selected topics, V. LUNDSGAARD HANSEN 19 Steps在交换代数中,R。Y。尖锐的52个有限马尔可夫链和算法应用,O.HäggströmSharp 20沟通理论,C。M。Goldie&R。G. E. Pinch 21 Lie类型的有限群体的表示,F。Digne&J。Michel 22设计,图形,代码及其链接,P。J. Cameron&J。H. van Lint 23 Complecter Elgebraic complex Elgebraic Corvers,F。Kirwan,F。Kirwan 24在Ellipt Intife curvers of Ellipt curves,J。W. S. W. S. W. S. w. w. w. w. w. w. we. H. Hida 27 Hilbert Space:紧凑型操作员和Trace Throrem,J。Retherford28潜在理论28在Complex Lane中的潜在理论,T。Ransford29本科代数,M。REID31 laplacian,在Riemannian歧管32 laplbr的laplacian,Reid lapbrbra,Reid lapbrbra,Reid lapbra,Reid cummberg 32 lapbrbra,Reid cummberg 32 lapbra, I. MacDonald 33代数d -Modules的入门,S。C. Cotinho 34复杂代数表面,A。Beauville35 Young Tableaux,W。Fulton37小波的数学介绍,P。Wojtaszczyk38 Harmian Maps and for Sytorn for M. k. 40 Ergodic theory and dynamical systems, M. POLLICOTT & M. YURI 41 The algorithmic resolution of diophantine equations, N. P. SMART 42 Equilibrium states in ergodic theory, G. KELLER 43 Fourier analysis on finite groups and applications, A. TERRAS 44 Classical invariant theory, P. J. OLVER 45 Permutation groups, P. J. CAMERON 46 Riemann surfaces: A primer, A. BEARDON 47 Introductory lectures on rings and modules, J. BEACHY 48 Set theory, A. HAJNÁL & P. HAMBURGER 49 An introduction to K-theory for C *-algebras, M. RØRDAM, F. LARSEN & N. LAUSTSEN 50 A brief guide to algebraic number theory, H. P. F. SWINNERTON-DYER 51 Steps in commutative algebra, R. Y.
审查委员会成员的PVLDB第18卷,2024年4月至2025年3月。本卷中接受的论文将在英国伦敦举行的VLDB 2025上发表。