NAME | Dr. Pushpraj Singh Choudhary |
HIGHEST DEGREE | Ph.d |
DESIGNATION | Jabalpur |
EXPERTISE/SPCIALISATION | Mathematics |
ADDRESS | 31-32, MIG- Govind Bhavan Coloney, Near Sai Baba Temple Civil Line Jabalpur 482001 |
PHONE | 9425151073 |
pr-singh-choudhary@yahoo.co.in |
- Qualification
2.1 Professional Qualification
Name | Programme | Institution/University | Year of Passing |
Master | M.Sc | Jabalpur University | 1982 |
PhD | PhD | RDVV Jabalpur University | 2011 |
2.2 Other Qualification
Name | Programme | Institute/University | Year |
Dr. Pushpraj Singh Choudhary | L.L.B | Jabalpur University | 1985 |
- Research Profile
3.1Projects Completed & Ongoing
Minor/Major | Project Title | Funding agency& amount | Duration |
NIL | NIL | NIL | NIL |
3.2 PhD Guidance
Name | Title | Year of Awarded |
Dev Sarkar | Optimisation & other Analytic finding through fixed point theory | Going to be Submitted |
3.3 Research Publications
S.No | Title | Name of Journal / Vol. No. / Issue No. / Page Nos | ISSN No. | Year of Publication |
1 | Results on Best Proximity Point in B- Metric Space Using Weak Contraction | Emerging Trends in Mathematical Sciences and Computing (Scopus Book Chapter) Chapter -5 Chapter Published by NOVA Science Publishers. | ISBN NO. 979-8-89113-751-6 | 2024 |
2 | Optimal Conditions using Multi-Valued G- Precis type Mapping. | 2023 | ||
3 | Coupling, Optimization and the effect of binary relation | The Journal of Analysis | 2022 | |
4 | Result on Best Proximity Point using Weak Contraction. | PJMS
COMMUNICATED |
1598- 7264 (Print)
2508 – 7916 (Online) |
2022 |
5 | Application of Linear Programing in small mechanical based industry for profit maximization | Materials Today : Proceedings (ELSEVIER) 47 (2021), 6701-6702 | 2021 | |
6 | Fixed Point Theorem for six Weakly Mappings in D* Metric Spaces for Integral Type Mappings. | International Journal of Theoretical and Applied Sciences, Special Issue – NCRTAST,8 (1), 211-218 (2016) | 2016 | |
7 | Common Fixed Point Theorem for – Weakly commuting Maps in L- Fuzzy Metric Spaces for Integral Type. | Journal of Mathematical Theory & Modelling Vol.5, No. 7 | 2224-5804
(Paper) 2225-0522 (Online) |
2015 |
8 | A Note on Precontinuous and almost Precontinuous Mappings | Journal of Mathematical Theory & Modelling Vol.5, No. 7 | 2224-5804
(Paper) 2225-0522 (Online) |
2015 |
09 | Discrete Quartic Splines Interpolations over Uniforms Mesh. | Proc. Of AMOC ,IIT Roorkee), 763-770 | 2011 | |
10 | Convergence of Deficient Quantic Spline Interpolation. | Jour. of International Academy of Physical Sciences, Vol.14, 159-167 | 2010 | |
11 | Deficient Discrete C1 Quartic Spline Interpolation. International | Jour. of Approximation theory and Application, Vol.3, No. 1-2, 39-46. | 2007 | |
12 | Some Fixed Point Theorem on Complete Metric Space, | WASET, Vol.26,140-145 | 2007 | |
13 | Construction of Hermit rational finite element with the new basis functions over the rectangle, Viselsana, | Vol.10,No.2-B,101-108 | 2006 | |
14 | Quantic Spline Approximation in Fluid mechanics, Proc. Of application of mathematics in Science and technology. | GMSX-Jab, March 23-34,52-54 | 2004 | |
15 | Convergence of deficient discrete Cubic Spline Interpolation, Int. | Jour. of Math. Sci, 79-87 | 2002 | |
16 | Spline Technique and its application for projection and forecasting of land use pattern. | Statistics and Applications 1, , 189-200 | 1999 | |
17 | Advanced results with Matrices | |||
18 | A Common Fixed Point Theorem on Complete Metric Spaces | |||
19 | Optimality Results in Rectangular b- Metric Space with application to Differential Equation. | |||
Number of Programmes attended
Status | Conference/
Seminar/ Symposium |
Workshop | Training program/
FDP |
National | |||
International
|
Awards/Achievements/Others
Sl.No | Name of the Awards/Achievements/Others | Description | Organisation | Month/ Year |
Responsibility
In charge of committee | Members of committee | Duration |
Administrative of Nodal officer (Legal Cell) , Office of the additional director higher education Jabalpur – sagar division sagar | Administrative
Cultural Youth Festival |
2016 To Continue |
Note: All entries should be of last five years