IHR Vietnamese

1. Địa chỉ:

Faculty of Applied Mathematics &Informatics, Hanoi University of Technology, Dai CoViet Road 1, Hai BaTrung Dist., 10000 Hanoi Vietnam

Phone: (+84) 438692137, Fax: (+84) 438692006

Email:sonlh-fami@mail.hut.edu.vn

Private: 4F7 Ta Quang Buu Str.40/21 Bach Khoa,  Hanoi,Vietnam

            Phone: (+84) 438695752, Email:sonlehungbk@yahoo.com

            Mobil: (+84)1665440190
 

2. Chức vụ:

 Professor of  Hanoi University of Technology (Since 1981)

                  Dr.renat.natur.habil, Senior Lecturer ,

                  Vice President of Hanoi Mathematical Society

                  Director of  Vietnamese National Research Program in  Complex and Clifford Analysis.

                 Director of International Institute for Research, Training and Development of Human Resource

                  Senior Associated  Fellow of the International Center for Theoretical Physics, ICTP, Trieste 2004-2009
                  Vice Chairman of the International Advisory Board of the Research Activity “Finite and Infinite      Dimensional Complex Analysis and Applications” Since 2000 ( up now)

3. Đào tạo:

4. Scientific Visits:

5. Nghiên cứu:

Complex Analysis, Clifford Analysis, Quaternion Analysis, Partial differential equations. Computer Graphics and Scientific  Computation.
 

6. Bài giảng:

Complex Analysis, Complex Methods in Partial Differential Equations, Clifford Analysis, Quaternion Analysis and Applications, ,Generalizations of Complex Analysis ,Computer Graphics, Scientific Computation, Advances Applied Mathematics for Engineers, Integral Transforms and Applications, Linear Algebra for Engineers.

7.Tài liệu:

    [1] Le Hung Son, W.Tutschke and C.C.Yang

      Finie and Infinite Dimensional Complex Analysis and Applications

      Kluwer Academic Publishers,  USA 2004

     [2] Le Hung Son. W.Tutschke and  Sapna Jain

     Methods of Complex and Clifford Analysis

       SAS International Publications, Dehli 2006

     [3] Le Hung Son and W.Tutschke

       Function Spaces in Complex and Clifford Analysis

       National University Publishers Hanoi, 2008

     [4] Le Hung Son and W.Tutschke

       Algebraic structures in partial differential equations related to complex and Clifford analysis

      HoChiMinh City University of Education Press, HoChiMinh City 2011

     [5] Lap trinh tinh toan voi Mathematica 4.0 ( Vietnamese)

          Vietnamese National Scientific Publishers, Hanoi 2002
 

8. References

 [1] Le Hung Son The Hartogs extention theorem for the multi-regular functions taking values in A Clifford algebra. Finite or infinite dimensional complex analysis and applications, 309-322, Adv. Complex Anal. Appl., 2, Kluwer Acad. Publ., Dordrecht, 2004. (Reviewer: John Ryan) 30G35 (32D15 35N05), (USA)

 [2] Le Hung Son Finite or infinite dimensional complex analysis and applications. Proceedings of the 9th international Conference, Hanoi, August 8-10, 2001.( Edited by Le Hung Son, W. Tutschke and C. C. Yang. Advances in Complex Analysis and its Applications, 2. Kluwer Academic Publishers, Dordrecht, 2004. xiv+381 pp. ISBN: 1-4020-7658-4 00B25 (11-06 30-06 32-06 35-06), (USA)

[3] Le Hung Son First order differential operators associated to the Cauchy-Riemann operator in the plane.Complex Var. Theory Appl. 48 (2003), no.9, 797-801. 35F10 (30G20), (USA)

[4] Le Hung Son The additive Cousin problem and related problems for regular functions with parameter taking values in a Clifford algebra. Complex Var. Theory Appl. 48 (2003), no. 4, 301-313. (Reviewer: Wolfgang Sprossig) 30G35 (35N05), (USA)

[5] Le Hung Son Some extension theorems for regular functions of several quaternionic variables.Complex Var. Theory Appl. 47 (2002), no. 3, 259-269. (Reviewer: Wolfgang Sprossig) 30G35 (31B20 31B35), (USA)

 [6] Le Hung Son The theorem of the regular continuation for partial differential equations in general form and its applications.Functional-analytic and complex methods, their interactions, and applications to partial differential equations (Graz, 2001), 401-413, World Sci. Publishing, River Edge, NJ, 2001. (Reviewer: Wolfgang Sprossig) 30G35 , (Italia)

 [7] Le Hung Son Extension theorems for monogenic functions with parameter taking values in a Clifford algebra. Proceedings of the Second ISAAC Congress, Vol. 2 (Fukuoka, 1999), 1459-1469, Int. Soc. Anal. Appl. Comput., 8, Kluwer Acad. Publ., Dordrecht, 2000. 30G35, (Japan)

 [8] Le Hung Son Matrix criteria for the extension of solutions of the general linear system of partial differential equations with function coefficients. Finite or intinite dimensional complex analysis (Fukuoka, 1999), 267-281, Lecture Notes in Pure and Appl. Math., 214, Dekker, New York, 2000. (Reviewer: Abdelhamid Meziani)35F05 (35A30 35B60), (USA)

 [9] Le Hung Son Some new results of Clifford analysis in higher dimensions. Finite of infinite dimensional complex analysis (Fukuoka, 1999), 245-265, Lecture Notes in Pure and Appl. Math., 214, Dekker, New York, 2000. (Reviewer: Irene M. Sabadini)30G35 (35N05), (USA)

[10] Le Hung Son Matrix criterions for the extension of solutions of a general linear system of partial differential equations. Complex Variables Theory Appl. 20 (1992),no. 1-4, 265-276. (Reviewer: Masafumi Yoshino) 35E20 (35A20), (USA)

 [11] Le Hung Son Cousin problem for biregular functions with values in a Clifford algebra. Complex Variables Theory Appl. 20 (1992), no. 1-4, 255-263. 30G35 (32A30 35A99 35F99), (USA)

 [12] Le Hung Son Monogenic functions with parameters in Clifford analysis. Simon Stevin 66 (1992),no. 1-2, 29-40. (Reviewer: John Ryan) 30G35, (Belgium)

 [13] MR1157034 (93c:35019) Son Le HungExtension problem for the solutions of partial differential equations in$R\sp n$. Complex Variables Theory Appl. 18 (1992), no. 1-2,  135à139. (Reviewer: You-Shi Lou) 35F05

 [14] MR1138248 (93d: 32017) Le Hung SonThe Cousin problems in the viewpoint of paratial differential equations.Geometry Seminars, 1988-1991 (Italian) (Bologna, 1988-1991), 63-77, Univ, Stud. Bologna, Bologna, 1991. 32D15 (35N10), (Italia)

[15] Le Hung Son Cousin problems in generalized complex analysis. Functional analytic methods in complex analysis and applications to partial differential equations (Trieste, 1988), 230-236, World Sci. Publishing, River Edge, NJ, 1990. (Reviewer: John Ryan) 32D15, (Italia)

 [16] Le Hung Son Extension problem in generalized complex analysis. Functional analytic methods in complex analysis and applications to partial differential equations (Trieste, 1988), 215-229, World Sci. Publishing, River Edge, NJ, 1990. (Reviewer: John Ryan) 32D15, (Italia)

 [17] Le Hung Son An introduction to the theory of analytic function in several complex variables.Functional analytic methods in complex analysis and applications to partial differential equations (Trieste, 1988), 195-214, World Sci. Publishing, River Edge, NJ, 1990.32-01, (Italia)

  [18] Le Hung Son Extension problem for functions with values in a Clifford algebra. Arch. Math. (Base) 55 (1990), no. 2, 146-150. (Reviewer: John Ryan) 30G35, (German)

 [19] Le Hung Son An extension problem for solutions of partial differential equations in $R\sp n$. Complex Variables Theory Appl. 15 (1990), no. 2, 87-92 (Reviewer: Manfred W. Kracht) 35B60 (35F05 35J45), (USA)

 [20] MR1058515 (91j:35056) Le Hung SonMatrix criteria for the extension of solutions of a general linear system of partial differential equations. Complex Variables Theory Appl. 15 (1990), no. 2, 75-85. (Reviewer: Manfred W. Kracht)35B60 (35E20), (USA)

 [21]  Le Hung Son The problem of continuation in generalized complex analysis and its applications. (Vietnamese) Tap chi Toan hoc 16 (1988), no.3, 1-11 (1989). 30G20 (30B40), (Vietnam)

 [22]  Le Hung Son Application of the Hoermander method to prove an extension theorem for vector fields. Acta Math. Vietnam. 9 (1984),no. 2, 253-257. (Reviewer: Wolfgang Tutschke) 35Q20 (32D15), (Vietnam)

[23] Le Hung Son Extension of the solution to the system of partial differential equations of several complex variables. Functions, series, operators, Vol. l, ll (Budapest, 1980), 767-772, Collog. Math. Soc. János Bolyai, 35, North-Holland, Amsterdam, 1983. (Reviewer: Wolfgang Tutschke) 32D15 (35F20), (Netherland)

 [24] Le Hung Son Fortsetzungssatz fur raeumliche holomorphe Funktionen. (German) [Continuation theorem for three-dimensional holomorphic functions] Math. Nachr, 106 (1982), 121-128. (Reviewer: J. Kajiwara) 35C99 (32D15), (German)

[25] Le Hung Son Cousinsches Problem bezuglich des Beltramischen Differentialgleichungssystems mehrerer komplexer Varialbler.(German) [Cousin’s problem with respect to Beltrami’s system of differential equations of several complex variables] Beitrage Anal. No. 17 (1981), 49-55. (Peviewer: J. Kajiwara) 32L20 (35J99 35N15), (Đức)

 [26] Le Hung Son Fortsetzungssaetze vom Hartogsschen Typ fuer verallgemeinerte analytische Funktionen mehrerer komplexer Variabler. (German) Math. Nachr. 93 (1979), 177-186. (Reviewer: A. D. Mednykh) 32D15 (32F20), (German)

 [27] Le Hung Son Maximale Erweiterung des Definitionsgebietes von Losungen des $n$-dimensionalen Beltramischen Systems.(German) Beitrage Anal. No. 14 (1979), 127-132. (Reviewer: J. Kajiwara) 35F99 (32A30 35J99), (German)

 [28] Le Hung Son Verfahren zur Fortsetzung varallgemeinerter analytischer Funktionen mehrerer komplexer Variabler. (German)Beitrage Anal. No.13 (1989), 89-109. (Reviewer: Heinrich Begehr) 32A30 (30G20 35J99), (German)

 [29] Le Hung Son Eindeutigkeitseigenschaft eines Fortsetzungssatzes fur verallgemeinerte analytische Funktionen mehrerer komplexer Variabler. (German) Elliptische Diferentialgleichungen (Meeting, Rostock, 1977), pp. 151-160, Wilhelm-PiLokale Forteck-Univ, Rostock, 1978. (Reviewer: Heinrich Beghr) 32A30 (30G20 35J99), (German)

  [30] Le Hung Son Lokale Fortsetzungssaetze fuer verallgemeinerte analytische Funktionen mehrerer komplexer Variabler. (German)Wiss. Z. Martin-Luther-Univ. Halle-Wittenberg Math-Natur. Reihe 27 (1978), no.4, 123-124. (Reviewer: H. B. Laufer) 32D15, (German)

 [31] Le Hung Son Bài toán Cousin đối với hệ phương trình đạo hàm riêng cấp 1 nhiều biến, “Tuyển tập công trình hội nghị toán học Việt nam lần thứ 3”, 405-410, 198

 [32] Le Hung Son Theconnection between over determination and the extendibility of a system of partial differential equations. TU Darmstadt preprint, Nr. 958, 1986.

 [33] Le Hung Son Cousinsche Problem in verallgemeinerte komplexe. Obersemiar ueber reelle und komplexe Analysis. 1987-1988.

 [34] Le Hung Son The cousin problems for an overdetermined system of complex partial differential equations.International center for Theoretical physics, preprint. Nr. IC/90/4, 1990.

 [35] Le Hung Son Some overdetermined systems of complex partial differential equations. International center for Theoretial physics (Preprint). 1-13, 1991

 [36] Le Hung Son Some properties of generalized Biregular functions with values in a Clifford Algebra. International center for Theoretial physics preprint. 1-10, 1992

 [37] Le Hung Son Cousin Problems for biregular functions in Clifford Algebra. Research Report of CMA (ANU) Nr. CMA 47-88, Canberra (Australia). Complex Variable: Theory and Appl. 255-263,1992.

 [38] Lê Hùng Sơn Định lý thác triển đối vớ hệ phương trình Maxwell. Thông báo khoa học của trường Đại học - Phần toán học Tin học. 53-59,1998

 [39] Le Hung Son The extension theorems for solutions of the Maxwell equations. Condensed Symposium on Computer science (Shibaura Intitute of Technology, Tokyo, Japan). 1-11, 1999.

 [40] Le Hung Son “Some remarks regular functions of several Quaternionic Variable”. Proccedings of the fifth Vietnamese Mathematical Conferece. 159-177, 1998

  [41] Le Hung Son Phần mềm Reduce và giải tích Clifford. Tuyển tập Báo cáo Hội nghị toán quốc “Phát triển công cụ tin học trợ giúp cho giảng dạy, nghiên cứu và ứng dụng toán học”. 247-257, 1999.

 [42] Le Hung Son The extension problem for a general lenear system of partial differential equations.Procceding of the conference on Partial Differential Equations and their Applications. Hanoi Institute of Mathematics. 67-76, 2001.

 [43] Le Hung Son Bài toán giá trị ban đầu đối với hệ phương trình đạo hàm riêng tổng quát. Tuyển tập báo cáo hội nghị khoa học ĐHBK lần thứ 19, 2001 .

 [44] Le Hung Son Some results on Clifford Analysis and Field Theory. Tuyển tập báo cáo hội nghị toàn quốc về vật lý lý thuyết VN. 1997.

[45]    Le Hung Son The Hartogs extention theorem for the multi-regular functions taking values in A Clifford algebra. Finite or infinite dimensional complex analysis and applications, 309-322, Adv. Complex Anal. Appl., 2, Kluwer Acad. Publ., Dordrecht, 2004. (Reviewer: John Ryan) 30G35 (32D15 35N05), (USA)

 [46]  Le Hung Son Finite or infinite dimensional complex analysis and applications. Proceedings of the 9th international Conference, Hanoi, August 8-10, 2001.( Edited by Le Hung Son, W. Tutschke and C. C. Yang. Advances in Complex Analysis and its Applications, 2. Kluwer Academic Publishers, Dordrecht, 2004. xiv+381 pp. ISBN: 1-4020-7658-4 00B25 (11-06 30-06 32-06 35-06), (USA)

   [47]  Le Hung Son First order differential operators associated to the Cauchy-Riemann operator in the plane. Complex Var. Theory Appl. 48 (2003), no.9, 797-801. 35F10 (30G20), (USA)

   [48]  Le Hung Son The additive Cousin problem and related problems for regular functions with parameter taking values in a Clifford algebra. Complex Var. Theory Appl. 48 (2003), no. 4, 301-313. (Reviewer: Wolfgang Sprossig) 30G35 (35N05), (USA)

   [49]  Le Hung Son Some extension theorems for regular functions of several quaternionic variables. Complex Var. Theory Appl. 47 (2002), no. 3, 259-269. (Reviewer: Wolfgang Sprossig) 30G35 (31B20 31B35), (USA)

   [50]  Le Hung Son The theorem of the regular continuation for partial differential equations in general form and its applications.Functional-analytic and complex methods, their interactions, and applications to partial differential equations (Graz, 2001), 401-413, World Sci. Publishing, River Edge, NJ, 2001. (Reviewer: Wolfgang Sprossig) 30G35 , (Italia)

   [51]  Le Hung Son Matrix criteria for the extension of solutions of the general linear system of partial differential equations with function coefficients. Finite or intinite dimensional complex analysis (Fukuoka, 1999), 267-281, Lecture Notes in Pure and Appl. Math., 214, Dekker, New York, 2000. (Reviewer: Abdelhamid Meziani) 35F05 (35A30 35B60), (USA).

   [52]  Lê Hùng Sơn Định lý thác triển đối với hệ phương trình Maxwell. Thông báo khoa học của trường Đại học - Phần toán học Tin học. 53-59,1998

   [53]  Le Hung Son The extension problem for a general lenear system of partial differential equations. Procceding of the conference on Partial Differential Equations and their Applications. Hanoi Institute of Mathematics. 67-76, 2001.

   [54]  Le Hung Son Bài toán giá trị ban đầu đối với hệ phương trình đạo hàm riêng tổng quát. Tuyển tập báo cáo hội nghị khoa học ĐHBK lần thứ 19, 2001.

 [55] Le Hung Son, Nguyen thanh Van

 Differential associated operators in Clifford analysis and theirs applications

Proceedings of the 15^th. ICFIDCAA,Osaka OCAMI Studies Volume 2, pp.325-332,2008

[56] Le Hung Son, Nguyen Quoc Hung The initial value problems in Clifford and Quaternion AnalysisProceedings of the 15^th. ICFIDCAA,Osaka OCAMI Studies Volume 2, pp.317-323,2008

[57]Le Hung Son, Nguyen thanh Van Necessary and sufficient conditions for associated pairs in Quaternionic analysis.

Quaternionic and Clifford analysis, Trend in Mathematics, 207-220 ,Birkhaeuse Verlag Basel,2008

[58] Le Hung Son, W.Tutschke: Complex Methods in higher dimensions-recent trends for solving boundary value and initial value problems]

 Complex Variables:Theory and Applicayions Vol. 50 No.7 (2005)

[59] Le hung Son: Some applications of integrated integral operators and Cauchy Pompeiu representations in Clifford Analysis

Complex Variable and Elliptic Equations 53 (2008),No.5

 [60] Le Hung Son and Nguyen Quoc Hung

          The Initial value problems in Clifford and Quaternion Analysis

OCAMI Studies Volume 2 “Complex Analysis and its Applications”,

Complex Variables Vol.50.No.7-11,2005, pp. 673-679