P.M. Bajracharya

 

 

 

Name                    :    PRAKASH MUNI BAJRACHARYA

 

Date of Birth        :    1957/12/15

 

Place of Birth       :    Kathmandu, Nepal

 

Nationality           :    Newar

 

Mailing Address   :    528/7 Yoga Bir Singh Marg, Naradevi,  

                                   Kathmandu, Nepal

 

Phone No              :    4252652, 9841719383

 

 

Address of Permanent Institution:

                  Central Department of Mathematics, Tribhuvan University, Kirtipur

 

Education:

1.       School Leaving Certificate, SLC Board, Nepal, 1974

2.       Certificate Level (Science), Tribhuvan University, Kathmandu, Nepal, 1978

3.       Master of Science, People’s Friendship University, Moscow, USSR, 1984

4.       Doctor of Philosophy, People’s Friendship University, Moscow, USSR, 1989    

 

M.Sc. Thesis:

                  Approximation of functions in Sobolev space by functions infinitely differentiable in the neighbourhood 

                  of the domain.

 

Ph.D.Dissertation:

                  Continuity with respect to nonlinear displacement and approximation by infinitely differentiable vector

                  functions preserving the image.

 

Seminars, Conferences (Participated):

1.       Seminars and conferences, PFU, 1984-1989

2.       XI and XII Union’s School on Operation Theory in Functional Spaces Chhelyabinsk, 1986, Tambov, 1987

3.       XX winter Mathematical School of Voronezh, Voronezh, 1989

4.       2^nd National Conference of Science and Technology Kathmandu, 1994

5.       (As a resource person) Refresher Course to the University Teachers Teaching B.A./B.Sc. Third Year Mathematics, Cent. Dept. of Maths T.U. Kirtipur sponsored by UGC, Nepal and HEP, T.U. 1999.

 

Scientific Employment in:

                 Central Department of Mathematics, Tribhuvan University, Kirtipur

                 Starting Year         :  1990

                 Post                      :  Associate Professor

 

Academic Activities:

                 Executive editor :  “The Nepali Mathematical Sciences Report”

                      Central Department of Mathematics, T.U.

                 Member :               Mathematics Subject Committee of Tribhuvan University,

                                  Computer Subject Committee of Tribhuvan University,

                                  Mathematics Subject Committee of HSEB

Life member :  Nepal Mathematical Society

                       Council for Mathematics Education, Kathmandu, Nepal

 

Field of Interest:

            Mathematical Analysis, Functional Analysis.

 

Publication:    

            Articles

1.       (Co-author: Burenkov V.I.): Generalization of the continuity property of functions in L_p: Differentsialnie uravnenie i funktsianalnie analis, PFU, Moscow, 1986 (in Russian).

2.        (Co-author: Burenkov V.I.): Continuity with respect to general displacement in L_p and Sobolev spaces: XI All Union’s school on operator theory in functional spaces, Chhelyabinsk, 1986 (in Russian).

3.       (Co-author: Burenkov V.I.): Approximation by infinitely differentiable vector-functions with preservation of image for different function spaces, Trudy Mat. Inst. Steklov 201 (1992), 152-164 (Russian); English transl. in Proc. Steklov Inst. Math.201 (1992).

4.       Continuity with respect to nonlinear displacement in L_p (W: w), Proceeding of 2^nd National Conference on Science and Technology, RONAST, Kathmandu, 1994.

5.      The Continuity with respect to general displacement in the Orlicz and the Orlicz-Sobolev Spaces, The Nepali Mathematical Sciences Report, Vol. 15,1996.

Books

1.       (Co-author: Y.R.Sthapit): Teacher’s Guide on Math 322: Mathematical Analysis-I: CDU, T.U. Kirtipur, Kathmandu, 2000.

2.       Real Analysis: An Introduction To Proof, Buddha Academic Publishers & Distributors Pvt. Ltd., Kathmandu, Nepal, 2006.

3.       (Co-author: A.B.Sthapit and et al): Fundamentals of Business Mathematics, Buddha Academic Publishers & Distributors Pvt. Ltd., Kathmandu, Nepal, 2006.

4.       (Co-author: G. B. Basnet): Fundamentals of Mathematics Grade XI, Buddha Academic Publishers & Distributors Pvt. Ltd., Kathmandu, Nepal, 2007.

5.       (Co-author: G. B. Basnet): Fundamentals of Mathematics Grade XII, Buddha Academic Publishers & Distributors Pvt. Ltd., Kathmandu, Nepal, 2008.

6.       (Co-author: C. M. Niraula, S. C. Acharya): Optional Mathematics Grade IX, Buddha Academic Publishers & Distributors Pvt. Ltd., Kathmandu, Nepal, 2007.

7.       (Co-author: C. M. Niraula, S. C. Acharya): Optional Mathematics Grade X, Buddha Academic Publishers & Distributors Pvt. Ltd., Kathmandu, Nepal, 2008.