ࡱ; Oh+'0@Hh| Untitled Spreadsheet Thy Ngọc Thy Ngọc@>q@>q՜.+,0HP X`hp x   Worksheet Feuilles de calcul  B=%r8X"1Calibri                83ffff̙̙3f3fff3f3f33333f33333! WorksheetgStt Tn bi boISSN Tn tp chTp chC quan xut bn Loi tp ch Cp tp chNm ngTpSTrangL)nh vcTc giThi im cp nhtLInvariant Differential Operators on the compactification of Symmetric Spaces 1859-1612/Journal of Science, Hue University of Education Trong nc 2019-08-180305-13KHOA HC T NHINTrn o Dng (Chnh)2020-08-18 08:49:042A compact imbedding of Riemannian symmetric spaces)Hue University Journal of Natural Science 2018-01-0101A61-72TON HC V THNG K2018-07-04 14:39:16OSome results on semisimple symmetric paces and invariant differential operators"Journal of Science, Hue University 2016-01-010211-18 Trn o Dng2017-05-18 06:19:18ESome results on weakly exponential simple Lie groups and Lie algebras 2014-01-010429-40Trn o Dng, Dng Th oCSome results on the structure of the symmetric space SL(n, R)/SO(n) 2012-01-0174A!Trn o Dng, Phan Th Lan HngDSome results on the locally symmetric structure of half upper spaces 2011-01-010623-31Trn o Dng, Hong Thi ViUSome results on the symmetric structure of the Cartesian product of half upper spaces 2010-01-0117-232017-05-18 06:18:28;On the structure and representations of Poincar Lie groupsTp ch Khoa hc i hc Hu: Khoa hc T nhin/Hue University Journal of Science: Natural Science (1859-1388, E-ISSN: 2615-9678) i hc HuHCDGS 2008-01-0115-212012-10-08 02:18:17GSome results on the projective representations of semisimple Lie groups 2007-01-0129-352012-10-08 02:17:32@On the structure and projective representations of spinor groups5-152012-05-15 02:58:031Compact Imbedding Of Semi-simple Symmetric SpacesPresented At The International Conference In Algebra And Geometry, 12/2003, Bangkok, Thailand, East West Journal Of Mathematics Nc ngoi 2004-01-0143-54Trn Vui, Trn o DngGPhp Nhng Compact Ca Khng Gian Hyperbolic SU(p, q)/S(U(1)U(p-1, q))HTp ch Bi bo trn cc tp ch khoa hc ca cc i hc trong nc (1)15-242011-09-14 05:50:46}Collaborative interactions between a developing and a developed University: Building capacity in educational research methodsYPreprint, Presented At The SEAMEO Conference On Mathematical Education, Bangkok, ThailandTDevelopment and reform of teaching methodology and mathematics education in Viet NamPreprint, Presented At The Conference Managing Teacher Education For Excellence, July 11-14, 2004, University Of Chulalongkorn, Bangkok, ThailandNTotal Quality Management and Strategic Planning in Higher Education of VietnamvPreprint, Presented At The Seminar On Higher Education, August 2004, Rajabhat Suan Dusit University, Bangkok, ThailandIV Cu Trc Ca Cc Khng Gian i Xng Na n SU(p ,q)/S(U(1)U(p-1,q)) 2002-01-0101187-1952017-05-18 06:12:46<V mt php nhng compact ca cc khng gian hyperbolic thc5-112011-09-14 05:51:24?Realization Of Riemannian Symmetric Spaces In Compact ManifoldsProceeding Of ICAA188-196BMt S Kt Qu V Khng Gian i Xng Na n Sl(n, R)/SOe(n-1, R) 2001-01-01075-122017-05-18 06:14:27.V cu trc ca cc khng gian hyperbolic thc104-1132011-09-14 05:52:40JOn compactification of the split component of semi-simple symmetric spaces 1999-01-017-132011-09-14 05:53:02,V biu din ca cc nhm Lie SU(2) v SO(3)HTp ch Bi bo trn tp ch cp quc gia (k c 2 i hc Quc gia) (2) 1998-01-017-122011-09-14 05:53:24_The relation between U(1)-covering and two-fold covering in representation theory of Lie groups 1996-01-01417-4262011-09-14 05:53:38-Reduction Of Globalization And U (1)-covering 1994-01-01?On Globalization Over U(1) - Covering Of Zuckerman (g,k)-module 1991-01-0160-722011-09-14 05:53:553On the procedure of multidimensional quantification 1989-01-0119-302011-09-14 05:54:05  *+&ffffff?'ffffff?(?)?"dXX333333?333333?U} $ } $ } $ } $ } $ } $ } $ } $ } $ } $ } $ } $ } $ } $ } $                ?      I@         @     _@         @  !  " ]@  #  $    % &@ ' !  ( W@  )  *    +@ , !  -  . @    /@ 0 !  1 @Q@  2  3    4@ 5 !  6 9@ M@  7    % 8 @ 9 :  ;  < = ,@ H@  >    % ? "@ @ :  ;  < A E@ B  % C $@ D :  ;  < A @ @ E  % F &@ G H I J @ ? K  L (@ M N   < J 9@ O  % P *@ Q R I J  L,@ S T  J    %.@ U V I J    %0@ W N   < X  Y D@  Z    % [1@ \ N   < X (@  ]    % ^2@ _ ` I X  a    L3@ b N   < c  d  e    % f4@ g N   < c B@  )  h    % i5@ j N   < k @@  Y  l    L m6@ n o   < p  Y  q    % r7@ s N   < t 8@  u    L v8@ w  x    %9@ y N   < z >@ ?  {    % |:@ } N   < ~ ,@      L >@ddggD Root Entry F>q>qSummaryInformation( FWorkbook FK4DocumentSummaryInformation8 F