Curriculum Vita of Prof. PhD. DSc. Do Ngoc Diep 1 Name in Full: Date and Place of Birth: Title Degrees: Citizenship: Position:

Do Ngoc Diep (Do, Ngoc Diep) August 10, 1950; Hung Yen, Vietnam Full Professor (1996) PhD. (1977) and Doctor of Sciences (1995) Vietnamese Senior Researcher Head (1984-2000, 2007-2010) Dept. of Topology and Geometry Editors: Editor (1996-2000). Vietnam Journal of Mathematics Deputy Editor in Chief (2008-2012). Vietnam Journal of Mathema Editor (2012-...). Vietnam Journal of Mathematics Deputy Editor in Chief (1998-2000). Acta Mathematica Vietnamica Editor. Scientific Journals International Editor (2010). International Journal of Mathematical Modeling an Numerical Optimisation Editor (2010-...). Journal of Statistics and Mathematics Specific Field of Work: Quantization and KK-Theory invariants of Group C*-Algebras and Quantum Groups. Harmonic Analysis on reductive groups. Quantum Computing. Permanent Address: Institute of Mathematics, Vietnam Academy of Science and Technology, 18 Hoang Quoc Viet Road, Cau Giay District, 10307 Hanoi, Vietnam Phone: +84-4-7563474, ext. 103 Fax: +84-4-7564303 Email: [email protected] Email: [email protected] Country: Vietnam Current Address: Institute of Mathematics, Vietnam Academy of Science and Technology, 18 Hoang Quoc Viet Road, Cau Giay District, 10307 Hanoi,Vietnam Phone: +84-4-7563474, ext. 103 Fax: +84-4-7564303 Email: [email protected]

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Academic Degrees and Titles

Degrees and Titles High School M.S./M.A. Ph.D. Professor DSc.(Habilitation) Full Professor

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Year 1968 1974 1977 1991 1995 1996

Institution Hanoi University Special Mathematical School Moscow University Moscow University Education Ministry of Vietnam Institute of mathematics NCST of Vietnam Education Ministry of Vietnam

Former and Present Professional Positions and Fellowships

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Date 1978 - ... 1981 - 1984

Title Membership Deputy Head

Nov. 1983 Dec. 1983

IHES Fellow

1984 - 1986

Secretary

1984 - 2000

Head

Oct.1987 - Nov. 1989 1991 Aug.1991 - Apr. 1993

Visiting Scientist Professor AvH Fellowship

May 1993 - Oct. 1993

C3 Professor

1996-... 1996- ... Aug. 1996 - Oct. 1996

Full Professor Senior researcher Visiting Professor

Nov. 1996 - Jan. 1997

Visiting Professor

Aug. 1997 - Sept. 1997

Visiting Professor

Nov. 1997 - March 1998 June. 1998 - Sept.1998

Visiting Professor Visiting Professor

August 1999 - May 2001

Full professor

June 2001 - Sep. 2001

Visiting Professor

July 2004 - August 2004

Visiting Professor

Nov. 2006 - Dec. 2006 June 2007 - July 2007

Visiting Professor Visiting Professor

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Place Institute of Mathematics Department of Topology and Geometry; Inst. Math. NCST of Vietnam Institut des Hautes Etudes (IHES); Bures s/Yvettes France Scientific Counsil; Inst. Math., NCST of Vietnam Department of Topology and Geometry; Inst. Math. NCST of Vietnam Moscow University Education Ministry of Vietnam Alexander von Humboldt Fellow Bielefeld University and Heidelberg University Techische Hochschule Darmstadt and Heidelberg University Education Ministry of Vietnam Institute of Math., NCST of Vietnam International Center for Theoretical Physics (ICTP), Trieste, Italy Univ. Paris, Nantes, Toulouse, Marseilles, Nice ; France International Center for Theoretical Physics (ICTP), Trieste, Italy Diliman University of the Philippines International Center for Theoretical Physics (ICTP), Trieste, Italy appointment Department of Mathematics, The University of Iowa, USA

International Center for Theoretical Physics (ICTP), Trieste, Italy International Center for Theoretical Physics (ICTP), Trieste, Italy Diliman University of The Philippines International Center for Theoretical Physics (ICTP), Trieste, Italy

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Teaching Experiences

Date 1978/79 : 1979/80 : 1986/87 : 1986/87 : 1986/87 : 1994/95 : 1994/95 : 1996/97 : 1997/98 : 1997/98 : 1997/98 : 1997/98 : 1999-2001: 2001/2002: 2001/2002: 2005/2006: 2001/2002: 2001/2002 2003/2004 2004/2005 2005/2006 2005/2006 2005/2006 2006/2007 2006/2007 2007/2008 2007/2008 2007/2008 2007/2008

Place & Course Hanoi Ingeneer Institute, Ground course: Analysis I: calculus Hanoi University, Graduate course: Representation Theory Hue University, Ground course: Differential Geometry Hue University, Graduate course: Differential Supergeometry Hue University, Graduate course: Lie Groups and Lie Algebras Vinh University, Master course: Lie Groups and Lie Algebras Vinh University, Master course: Representations Theory of Compact Lie Groups Inst. Of Math., NCST of Vietnam Master course: Differential Geometry UP Diliman, The Philippines Master course: Representations Theory UP Diliman, the Philippines Master course: Diferential Geometryi Vinh University, Master course: Representations Theory Vinh University, Master course: Lie Groups and Lie Algebras Iowa Univ. USA, Undergraduate courses: Linear Algebra, Analysis, Linear Analysis for Ingeneering, etc.... HoChiMinh Univ. of Education, Master course: Fibered spaces and K-theory ThaiNguyen Univ. of Education, Master course: Differential Geometry ThaiNguyen Univ., Undergraduate course: Differential Geometry Institute of Math. VAST, Master course: Differential Geometry Inst. Of Math., Master course: Lie groups and Lie algebras University of Natl. Sci., Hanoi VNU, Master course: Homological Algebra Univ. of Natl. Sci., Hanoi VNU, Master course: Harmonic Analysis Univ. of Natl. Sci., Hanoi VNU, Master course: Lie Groups Univ. of Natl. Sci., Hanoi VNU, Master course: K-theory Qui Nhon Univ. of Education, Undergraduate course: Differential Geometry Univ. of Natl. Sci., Hanoi VNU, Master course: Lie Groups and Lie algebras Univ. Natl. Sci., Hanoi VNU, Master course: Harmonic analysis Univ. of Natl. Sci., Hanoi VNU, Master course: Harmonic analysis Univ. of Natl. Sci., Hanoi VNU, Master course: Lie groups and Lie algebras Univ. of Natl. Sci., Hanoi VNU, Undergraduate course: Advanced topology Univ. of Natl. Sci., Hanoi VNU, Undergraduate course for Honor Student Program: Analysis I

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2007/2008 Univ. of Natl. Sci., Hanoi VNU, Undergraduate course for Honor Student Program: Analysis IV 2008/2009 Univ. of Nat. Sci., Hanoi VNU, Undergraduate course ”Lie groups and Lie algebras 2009/2010 Univ. of Nat. Sci. Hanoi VNU, Undergraduate course for Advanced Program Calculus I-III 2010/2011 Inst. Math. Hanoi, Graduate course: Algebra. 2010/2011 Univ. of Nat. Sci. Hanoi VNU, Undergraduate course for Advanced Program Calculus I-III 2010/2012 Inst. Math. Hanoi, Graduate course: Modern Analysis. 2010/2012 Univ. of Nat. Sci. Hanoi VNU, Undergraduate course for Advanced Program Calculus I-III 2010/2012 Univ. of Nat. Sci. Hanoi VNU, Graduate course: Analysis on Manifolds 2010/2013 Inst. Math. Hanoi, Graduate course: Modern Analysis. 2010/2013 Univ. of Nat. Sci. Hanoi VNU, Graduate course: Analysis on Manifolds

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Supervision for Ph. D. Theses

Date 1984 1990 1993 1995 1999 2001 2001 2012 2013 current

Place Institute of Math., NCST of Vietnam Hue University Vietnam Hue University Hue University Institute of Math., NCST of Vietnam Institute of Math., NCST of Vietnam UP Diliman, The Philippines Vinh University VNU HoChiMinh City Thai Nguyen Universtiy

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PhD Student Ho Huu Viet Le Anh Vu Tran Vui Tran Dao Dong Nguyen Van Thu’ Nguyen Viet Hai Job Nable Nguyen Quoc Tho Huynh Van Duc Do Thi Phuong Quynh

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A Brief Summary of My Researches

My research interest is to solve problems from the problem of Noncommutative Geometry: characterizing the structure of Lie group and through it group algebras, description of irreducible representations via quantization and automorphic representations and spectral decompositon of some concrete representations. It involes the ideas from quantum physics and quantum information sciences.

6.1

Structure of Group C*-algebras via KK-theory

At first I was interested in characterizing the group C*-algebras of some Lie group via invariants in KK-theory. For some classes of solvable Lie group the problem was successfully solved with the invariants from KK-theory.

6.2

Group representations and Quantization

After that I was interested in to describe possibly all irreducible unitary representations of some classes of Lie groups. It was done with the generalized quantization procedure in multidimensional cases.

6.3

Discrete subgroups of Lie groups

The theory of representations becomes more delicated in the cases of representation, twisting from some discrete subgroup of the Lie groups. I was interested in the case of Langlands type discrete subgroups of reductive groups.

6.4

Automorphic representations of reductive groups

The discrete part of the dual of Lie groups becomes more interesting in the frame of Langlands programs. I was interested in to describe the concrete transfer to endoscopic subgroups. My ideas was related with the Poisson summation formula in general context.

6.5

Quantum computing

An important application of the representation theory is quantum computing protocols. I worked out some quantum code related with the problem of finding Hamultonian circuits, salesmen, finding sample in pictures and also application to the accounting problems.

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