The Department of Mathematics was established in the very first year of the establishment of the University in June 2009 under the School of Mathematics, Statistics and Computational Sciences to promote excellence in mathematical education and research. Since its inception, the department has been committed to providing a strong foundation in pure and applied mathematics while fostering analytical and problem-solving skills among students. With a team of dedicated faculty members, the department continues to contribute to academic growth, interdisciplinary research, and the holistic development of learners. Currently, the Department offers the following programmes:

  • Ph.D. Mathematics
  • M.Sc. B.Ed. (Innovative) Mathematics
  • M.Sc. Mathematics
  • Four-year B.Sc. Mathematic

The Department has attracted faculty with diversified expertise such as: Group Theory, Operations Research, Geometric Function Theory, Special Functions, Fluid Dynamics, MHD, Boundary Layer Theory, Bio-Mathematics, Fuzzy Optimization Techniques and Decision Making, Dynamical Systems, Celestial Mechanics, Fracture Mechanics, Analysis of PDEs and Computational PDEs.

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Welcome to Department of Mathematics

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Integrated M. Sc. Mathematics (5 years)

Programme Integrated M.Sc. Mathematics encompasses the basic graduate and post graduate curriculum in mathematics. The course is designed to cover fundamental to advanced level of pure and applied mathematics.  After successful completion of programme, a student find himself as a deep learner, having capability of analysis and applications of mathematical tools and techniques in real world problems, and can start career in academics, research institutions and universities.

Objective of the Program

  • To develop understanding of the mathematical concepts, skills of problem solving and motivation to deep learning of subject.
  • To develop skill of application of mathematical tools and techniques in real life challenging problems, and also in problems faced by industries.
  • To motivate for research in Mathematical Sciences and related area.

Intake: 30

Eligibility: 10 + 2 in Science Stream or equivalent of any recognised board in India with Mathematics as one of the optional subjects having 50% marks or equivalent grade in aggregate for general category and 45% or equivalent grade for SC/ST/OBC/PWD candidates.

Admissions: Admission through national level entrance examination CUET test.

Integrated M. Sc. B. Ed. Mathematics (3 years)

The M.Sc. B.Ed. (Innovative) Mathematics is a unique course offered by the Department of Mathematics in collaboration with Department of Education of Central University of Rajasthan. This program is an integrated professional degree designed to develop strong mathematical expertise alongside teaching skills. The curriculum of program is designed to cover advanced postgraduate level courses of Pure and Applied Mathematics together with graduate level course of Education including theoretical and practical aspects. The goal of the program is to train effective math teachers by combining advanced math ideas, new ways of teaching and learning, educational technology, and research-based methods. Graduates will be equipped to teach effectively at the secondary and higher secondary levels, engage in educational research, and contribute to curriculum development and innovation in mathematics education.

Objective of the Program:

  • To develop a strong understanding of mathematical concepts, problem-solving skills, and motivation for deep and lifelong learning of the subject.
  • To prepare competent mathematics teachers with sound knowledge of child psychology and learner behavior, and the ability to apply mathematical tools and techniques to real-life and challenging situations.
  • To develop skilled and motivated teachers for secondary and higher secondary education, while fostering innovation and research interest in mathematics and mathematics education.

Intake:  30

Eligibility: B.Sc. or equivalent from any recognised board in India with Mathematics as one of the major/ optional subjects having 50% marks or equivalent grade in aggregate for general category and 45% or equivalent grade for SC/ST/OBC/PWD candidates.

Admissions: Admission through national level entrance examination CUET test.

M. Sc. Mathematics (2 years)

The M.Sc. Mathematics program is meant to give students a deeper understanding of both pure and applied mathematics, as well as help them develop their analytical thinking, mathematical rigor, and problem-solving skills. The goal of the curriculum is to develop research aptitude, computational proficiency, and interdisciplinary understanding. The program will prepare students for academic careers, doctoral studies, and jobs in business, finance, data science, and scientific research

Objective of the Program

  • To develop the students with strong analytical and practical skills of mathematics for formulating and solving complex and challenging problems.
  • To develop a comprehensive understanding of mathematical concepts, a research-oriented approach, and proficiency in applying mathematical and computational tools to real-world problem formulation and solution.
  • To prepare students with the competence and motivation to pursue careers in academia, research institutions, national and international laboratories, universities, and industry.

Intake: 30​

Eligibility: A candidate must possess the B.Sc. degree in Mathematics with a minimum of 50% marks or equivalent grade from a recognized university. For SC/ST candidates B.Sc. degree in Mathematics with a minimum of 45% marks.

Admissions: Admission through national level entrance examination CUET test.

Doctor of Philosophy

The PhD Mathematics program is designed to advance the original research in pure and applied mathematics by emerging sustainable theoretical understanding, analytical skills, and advanced problem-solving abilities. The program aims to cultivate independent researchers capable of generating new knowledge, publishing high-quality research, addressing complex interdisciplinary problems, and supporting innovation across academia and industry.

Objective of the Program

The objective of the PhD program is to produce students with high-quality research capability and independent thinking in various areas of pure and applied Mathematics.

Intake: As per availability of guide

Eligibility: A consistently good academic record possessing a Master’s Degree in the subject concerned or in a cognate /allied subject with minimum of 55% marks or equivalent grade from a recognized University at both undergraduate and postgraduate levels; 5% relaxation in minimum requirement of marks is granted to SC/ST/OBC/PWD candidates.

Research Fields Available:

Mathematics

Statistics

Theoretical Computer Science
  • Mathematical Programing and Machining System
  • Complex Analysis
  • Geometric Function Theory
  • Planar Harmonic Mappings
  • Fractional Calculus
  • Fluid Dynamics
  • Magneto-hydrodynamics
  • Boundary Layer Theory
  • Bio-Mathematics
  • Dynamical systems
  • Environmental modeling and simulations
  • Fuzzy Optimization and Decision Making
  • Financial Mathematics
  • Celestial Mechanics
  • Dynamical systems, and Chaos, Mission Design
  • Mathematical Ecology and Epidemiology: Dynamical systems
  • Fuzzy Topology,
  • Group Theory
  • Complex Dynamics
  • Fracture Mechanics
  • Financial Mathematics
  • Operations Research
  • Queueing Theory
  • Automata theory
  • Category Theory
  • Fuzzy Automata Theory

 

B.Sc. Mathematics (Hons. /Research) (4 years)

The B.Sc. Mathematics (Honours/Research) program objects to offer a robust foundation in the core areas of pure and applied mathematics, aligned with the National Education Policy (NEP) 2020. The program advances analytical thinking, logical reasoning, and problem-solving skills. The program offers a basket of majors, minors, interdisciplinary, ability enhancement, skill enhancement, and multidisciplinary learning. The curriculum is design in terms of flexibility, experiential and research-based education, and the integration of computational tools. It prepares students for higher education, research, and various career pathways in academia, industry, and emerging interdisciplinary fields.

Objective of the Program

  • To develop strong mathematical foundations along with analytical reasoning, computational skills, and research ability.
  • To promote the ability of mathematical tools and techniques in real-life problems and complex challenges arising in industrial and technological contexts.
  • To prepare and motivate graduates for higher studies, research pursuits, and diverse career opportunities in academia, industry, and other fields.

Intake: 30

Eligibility: 10 + 2 in Science Stream or equivalent of any recognised board in India with Mathematics as one of the optional subjects having 50% marks or equivalent grade in aggregate for general category and 45% or equivalent grade for SC/ST/OBC/PWD candidates.

Admissions: Admission through national level entrance examination CUET test.

Phd Students

  Name of Student Enrollment No.  Supervisior Name
1 SUMEN BERA 2013PHDMT03 Dr. Amit Chakraborty
2 MUBASHER 2014PHDMT04 Dr. Amit Chakraborty
3 OM PRAKASH KESARI 2014PHDMT05 Dr. Anand Kumar
4 RAJBALA 2014PHDMT06 Prof. J.K.Prajapat
5 ALKA CHAUDHARY 2017PHDMT001 Prof. D.C. Sharma
6 RAINA RAJ 2017PHDMT002 Dr. Vidyottama Jain
7 SALEEM YOUSUF 2017PHDMT003 Dr. Ram Kishor
8 UMESH KUMARI 2017PHDMT004 Prof. D.C. Sharma
9 VIJAY PAL BHAJIYA 2017PHDMT005 Dr. Jai Prakash Tripathi
10 RATAN LAL 2018PHDMT001 Dr. Vipul Kakkar
11 PARMEET KAUR 2018PHDMT002 Prof. D.C. Sharma
12 POONAM MEENA 2018PHDMT003 Dr. Ram Kishor
13 RICHA RAJORA 2018PHDMT004 Dr. Anand Kumar
14 SARITA BUGALIYA 2018PHDMT005 Dr. Jai Prakash Tripathi

Regular

Dr. Anand Kumar

Associate Professor and Head

M.Sc. (B.H.U.), Ph.D. (B.H.U.)

anand@curaj.ac.in

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Dr. Asha Kumari Meena

Assistant Professor

M.Sc. (IIT Kanpur), Ph.D. (IIT Delhi), Post Doctoral Research Fellow (TIFR Centre for Applicable Mathematics, Bangalore)

ashameena@curaj.ac.in

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Prof. D. C. Sharma

Professor

M.Sc, Ph.D.

dcsharma@curaj.ac.in

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Prof. J.K. Prajapat

Professor

M.Sc, Ph.D.

jkprajapat@curaj.ac.in

8278648140

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Dr. Jai Prakash Tripathi

Assistant Professor

M.Sc., PhD (IIT Mandi)

jaiprakash_math@curaj.ac.in

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Dr. Kamlesh Jangid

Assistant Professor

Ph.D. (IIT Roorkee)

kamlesh.jangid@curaj.ac.in

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Dr. Ram Kishor

Assistant Professor

B.Sc., M.Sc. (University of Allahabad), B.Ed.(CCS Univ. Meerut), Ph.D. (IIT-ISM, Dhanbad)

kishor_math@curaj.ac.in

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Dr. Somnath Ashok Gandal

Assistant Professor

PhD Mathematics (IIT Gandhinagar)

somnathg@curaj.ac.in

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Dr. Vijay Kumar Yadav

Assistant Professor

M.Sc. (Mathematics and Statistics), CSIR-NET, JRF, Ph.D. (Indian School of Mines, Dhanbad)

vkymaths@curaj.ac.in

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Dr. Vipul Kakkar

Assistant Professor

D.Phil. form University of Allahabad, Post Doctoral Fellow at Harish-Chandra Research Institute, Allahabad

vipulk@curaj.ac.in

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Arranged alphabetically

The department has established one computer lab by DST-FIST grant, which has 30 computers, 1 server, 1 photocopier, and networking.  Networking in the computer lab has been completed and all the computers are LAN connected with 02 units of LAN switches. Internet facility is available to all UG, PG and research students. Computer lab, is being used to learn programming in C/C++, FORTARN, PYTHON, R etc. for numerical computation and simulation.

The departmental computer lab has 30 computers. The faculty members and research scholars of the department use the Computer lab for programming in C/C++, FORTRAN, PYTHON, R, MATLAB, etc., for algebraic as well as numerical computation and simulation. Also, research scholars are reviewing literature and preparing their research articles, progress reports, and other documents in this computer lab. The computer lab is also being used by other departments of the School of Mathematics, Statistics and Computational Sciences for course labs and numerical computation in C/C++, FORTRAN, PYTHON, R, etc. 

 

Research Project

PI/Co-PI

Total support

Funding Agency

Role of Escaping sets in Complex Dynamics

Prof. A. P. Singh/ 

Dr. Ram Kishor

4.82 Lakhs

SERB

Investigation of Certain Open Problems in Planar Harmonic Mappings

Prof. Jugal K. Prajapat

6.60 Lakhs

SERB-MATRIX

Mathematical and Computational Modelling of below ground nitrogen biogeochemical pathways using systems biology approaches

Dr. Amit Chakraborty

21.14 Lakhs

SERB-EMR

Libration Orbit Mission Design with perturbations

Dr. Ram Kishor

10.0 Lakhs

UGC

Modelling and analysis of the biological control problems: Non-chemical methods in and population and disease control.

Dr. Jai Prakash Tripathi

15.50 Lakhs

SERB

Spatiotemporal modelling of Schistosomiasis transmission and control under various demographic and seasonal environments

Dr. Jai Prakash Tripathi

10.0 Lakhs

UGC

Doubly Transitive Groups and Generalized Near-Domains

Dr. Vipul Kakkar

10.0 Lakhs

UGC

Fuzzy Modeling of Tolerance Automata and Rough Automata

Dr. Vijay Kumar Yadav

10.0 Lakhs

UGC
Uncertainty Quantification of Two-species BGK Mixtures. Dr. Asha Kumari Meena 10.0 Lakhs UGC
Mutations makes the pandemic worse or better: a mathematical modeling study Dr. Jai Prakash Tripathi 06.0 Lakhs SERB-MATRIX
Achievement Title Attached File

Presently, 11 research projects are running in department with financial support from funding agencies like UGC, SERB, etc. and 3 research projects have been completed recently. The faculties of department having research interests like Complex Dynamics, Operation Research, Geometric Function Theory, Fluid Dynamics, Mathematical Biology, Dynamical Systems, Fuzzy optimization, Financial Mathematics, Celestial Mechanics, Mathematical Ecology, Fuzzy topology, Category theory, Group theory etc. After Dec. 2015, faculties of department have published six Books/Books chapters, 40 international research papers and 5 national research papers. The department emphasis on quality publications and maximum published articles are in SCI/ESCI journals. Department has a Memorandum of Understanding with the department of Mathematics, Gorno Altaisk State University, Russian Federation. In this MOU, both the universities agree to establish academic cooperation for promoting Cultural, Educational and Scientific Exchange. Both the universities had the following agreements:

  • Joint scientific and research projects
  • Exchange of visiting academic staff
  • Exchange of undergraduate, postgraduate and research student,
  • Organization of joint scientific conferences and workshops.

The Department inviting regularly eminent academician to deliver lectures to students and faculty members. Also, department have started a weekly departmental seminar series, under which, faculty and scholars present their research work, followed by a discussion. Department, regularly organizing an annual research fair. Under this research fair, scholars of the departments (also from other departments) presents (oral/poster) their work. To motivate the scholars, best paper presentation and poster presentation are honoured with a certificate.

Publications (Last five years)

2018

  • Maharana S, Prajapat J. K. and Bansal Deepak (2018), Geometric Properties of Wright Functions, Mathematica Bohemica, 143(1): 99-111. (ESCI)
  • Rashid M.,  Bera S., Medvinsky A., Sun G. Q., Li B-L., Chakraborty A. (2018), Adaptive Regulation of Nitrate Transceptor NRT1.1 in Fluctuating Soil Nitrate Conditions, iScience, 2(2): 41-50.
  • Tripathi J. P., Jana D., Tiwari V. (2018), A Beddington–DeAngelis type one-predator two-prey competitive system with help, Nonlinear Dynamics, 93(1): 1-21. (SCI, Impact Factor: 4.339)
  • Tripathi J. P., Meghwani S.S., Tyagi S., Abbas S. (2018), Global dynamics and parameter identifiability in a predator-prey interaction model, Nonautonomous Dynamical Systems, 5(1): 113-126.
  • Tripathi J. P., Tiwar V. (2018), Book Chapter: A delayed non-autonomous predator-prey model with Crowley-Martin functional response, Accepted, ICMC, 2018, Publisher: Mathematics and Computing, Springer: 164-173.
  • Tripathi J. P., Tiwari V., Abbas, S. (2018), Book Chapter: An ecological model with some applications, Accepted, Publisher: Advances in Intelligent Systems and Computing, Springer: 557-563.
  • Tripathi J.P., Meghwani S.S., Thakur M., Abbas S. (2018), A modified Leslie-Gower predator-prey interaction model and parameter identifiability, Communications in Nonlinear Science and Numerical Simulation, 54(1):  331-346. (SCI, Impact Factor: 3.181)
  • Tripathi J.P., Meghwani S.S., Thakur M., Abbas S. (2018), Interaction between prey and mutually interfering predator in prey reserve habitat:pattern formation and the Turing-Hopf bifurcation, Journal of the Franklin Institute, Accepted (SCI, Impact Factor: 3.576)
  • Yadav V. K., Yadav S., Tiwari S. P. (2018); On the Relationship between L-fuzzy Closure Spaces and L- fuzzy Rough Sets, In: 4th International Conference on Mathematics and Computing, January 9-11, IIT (BHU), Published in Communications in Computer and Information Science (CCIS) series of Springer." DOI: https://doi.org/10.1007/978-981 13-0023-3_25  Conference Proceeding
  • Tiwari S. P., Yadav V. K., Davvaz, B., Renu (2018), A categorical approach to minimal Realization for a fuzzy language, Fuzzy Sets and Systems 351, 122-137. (SCI, Impact Factor: 2.675)
  • S. P. Tiwari, Vijay K. Yadav, Priyanka Pal, B. K. Sharma (2018) Minimal Fuzzy Realization for fuzzy Behaviour: A Bicategory-theoretic Approach, Multiple-Valued Logic and Soft Computing 31(1-2), 105-121.
  • Kakkar V., An Example of a Right Loop Admitting Only Discrete Topologization,  National Academy of Sciences Letters (Accepted for the publication) . (SCI, Impact Factor: 0.516)
  • Mishra L. K., Yadav A. C., Kakkar V., On Free Right Loops, National Academy of Sciences Letters (Accepted for the publication) (SCI, Impact Factor: 0.516).
  • Kesari O. P., Gupta V. K., Kumar Anand (2017), Study of Weakly nonlinear Mass transport in Newtonian Fluid with Applied Magnetic Field under Concentration/Gravity modulation, Nonlinear Engineering-Modelling and Application (Accepted for the publication).

2017

  • Sharma D.C., Integral Equations, ISBN: 978-81-203-5280-3, PHI Learning Private Limited, 2017.    
  • Sharma D. C., Jharotia P. (2017), Mathematical Analysis of Machining systems  with Warm Spares and Variable Service Rate,  International Journal of Process Management and Benchmarking, 7(2): 141-157.
  • Maharana S.,  Prajapat J. K., Srivastava H. M. (2017), The radius of convexity of partial sums of convex functions in one direction, Proceedings of the National Academy of Sciences, India Section A: Physical Sciences, 87(2): 215-219. (SCI, Impact Factor: 0.754, Citation: 02)
  • Prajapat J. K., Bulboaca T (2017), Differential subordination for subclasses of analytic functions involving Srivastava-Attiya operator, Thai Journal of Mathematics, 15(3): 655-672. (ESCI)
  • J. K. Prajapat, S. Maharana and Deepak Bansal, Bounds on third Hankel Determinant for certain classes of analytic functions, Studia Universitatis Babeș-Bolyai Mathematica, 62(2)(2017), 183-195.
  • J. K. Prajapat and A. K. Mishra, Differential subordination and superordination results associated with generalized Hurwitz-Lerch zeta Function, Kyungpook Mathematical Journal, 57(2)(2017), 233-244.
  • Gupta V. K., Kumar Anand, Singh A. K. (2017), Analytical study of weakly nonlinear mass transfer in rotating fluid layer under time-periodic concentration/gravity modulation, International Journal of Non-Linear Mechanics, 97: 22-29. (SCI, Impact Factor: 2.163)
  • Vanita, Kumar Anand (2017), Effect of velocity of applied magnetic field on natural convection over ramped type moving inner cylinder with ramped type temperature, International Journal of Mechanical Sciences, 131-132: 625-632. (SCI, Impact Factor: 3.57)
  • Rashid M., Lamba S., Bera S., Medvinsky A., Sun G.Q., Acquiati C., Li B-L., Chakraborty A. (2017), Organization of biogeochemical nitrogen pathways with switch-like adjustment to fluctuating soil redox conditions. Royal Society Open Science 4(1): 160768 (SCI, Impact Factor: 2.504, Citation: 02)
  • Medvinsky A. B., Adamovich B. V., Aliev R. R., Chakraborty A., Lukyanova E. V., Mikheyeya T. M., Nikitina L. V., Nurieva N., Rusakov A., Zhukova T. (2017), Temperature as a factor affecting fluctuations and predictability of the abundance of lake bacterioplankton, Ecological Complexity 32(4): 90-98.  (SCI, Impact Factor: 1.634)
  • Kishor Ram, Kushvah B. S. (2017), Normalization of Hamiltonian and nonlinear stability of the triangular equilibrium points in non-resonance case with perturbations, Astrophysics and Space Science, 362:  15 (SCI, Impact Factor: 1.885)
  • Kishor Ram, Badam S. K. (2017), The Linear Stability of Collinear Equilibrium Points and Resonances, Advances in Astrophysics, 2(1): 52-65.
  • Parshad R. D., Basher A., Jana D., Tripathi J.P. (2017), Do prey handling predators really matters: Subtle effects of Crowley-Martin functional response, Chaos Solitons and Fractals, 103(1): 410-421. (SCI, Impact Factor: 2.213, Citation: 07)
  • Abbas S., Tripathi, J. P., Neha A. A. (2017), Dynamical analysis of a model of social behavior: Criminal vs Suppressed population, Chaos Solitons and Fractals, 98:121-129. (SCI, Impact Factor: 2.213, Citation: 03)
  • Tripathi J.P., Abbas S., Thakur M. (2017), Dynamical analysis of a density dependent two prey one predator model with help, Dynamics of Continuous, Discrete and Impulsive, Systems (DCDIS) Series B, 24(1): 49-81.
  • Yadav V. K., Yadav S., Dubey M. K. Tiwari S. P. (2017); On Algebraic Characterization   of   IF-Automata, in: 2nd International Conference on Advanced Computing and Intelligent Engineering, 23-25 Nov at CURAJ, Published in Advances in Intelligent Systems and Computing (AISC) series of Springer. DOI: https://doi.org/10.1007/978-981-13-0224-4_5  
  • Yadav V. K., Dubey M. K., Tiwari S. P. (2017), On the category of quantale Semi Modules, In: 2nd    International Conference on Advanced Computing and Intelligent Engineering, 23-25 Nov. at CURAJ, Published in Advances in Intelligent Systems andComputing (AISC) series of Springer. DOI: https://doi.org/10.1007/978-981-13-0224-4_54
  • Tiwari, S. P., Yadav, V. K., Gautam, V. (2017), On Minimal Fuzzy Realization for a Fuzzy Language: A categorical Approach, Journal of Multiple-Valued Logic and Soft Computing, 28: 361-374.  (SCI, Impact Factor: 0.437)
  • Yadav A. C., Kakkar V. (2017); Public key exchange using right transversals and right loops, Journal of Discrete Mathematical Sciences and Cryptography, 20(5): 1207-1215. (ESCI)
  • Kakkar V., Jain V. K. (2017); Solvable and Nilpotent Right Loops, Acta Universitatis Sapientiae, Mathematica, 9(1): 202-212.

2016

  • Baricz A., Kant S., Prajapat J. K. (2016), Differential subordination and superordination results associated with the Wright function, Bulletin of the Iranian Mathematical Society, 42(6): 1459-1477. (SCI, Impact Factor: 0.280, Citation: 02)
  • Maharana S., Prajapat J. K., Bansal D. (2016), Coefficient Bounds for inverse of certain univalent functions, Bulletin of Mathematical Analysis and Applications, 8(3): 59-65. (ESCI)
  • Bansal D., Prajapat J. K. (2016), Certain geometric properties of the Mittag-Leffler function, Complex Variables and Elliptic Equations, 61(3): 338-350. (SCI, Impact Factor: 0.823, Citation: 17)
  • Mishra A. K., Prajapat J. K., Maharana S. (2016), Bounds on Hankel determinant for starlike and convex functions with respect to symmetric points, Cogent Mathematics, 3: 1160557. (ESCI, Citation: 04)
  • Prajapat J. K., Geometric properties of the Wright functions, J. Rajasthan Acad. Phy. Sci., 15:63-73. (Citation: 01)
  • Vanita, Kumar Anand  (2016), Effect of Radial Magnetic Field on Free Convective Flow over Ramped Velocity Moving Vertical Cylinder with Ramped Type Temperature and Concentration, Journal of Applied Fluid Mechanics, 9(6); 2855-2864. (SCI, Impact Factor: 1.090)
  • Vanita, Kumar Anand (2016), Effect of radial magnetic field on natural convection flow in alternate conducting vertical concentric annuli with ramped temperature, Engineering Science and Technology, 19(3): 1436-1451. (ESCI, Impact Factor: 2.018)
  • Vanita, Kumar Anand (2016), Numerical study of effect of induced magnetic field on transient natural convection over a vertical cone, Alexandria Engineering Journal, 55 (2): 1211–1223. (ESCI, Impact Factor: 2.33)
  • Kumar Anand, Vanita, Gupta V. K. (2016), Study of heat and mass transport in Couple-Stress liquid under G-jitter effect, Ain Shams Engineering Journal, Under printing. (ESCI, Impact Factor: 2.43)
  • Chakraborty A., Mathematical modeling and analysis of methane production and oxidation, ISBN: 978-3-659-83070-9, LAP LAMBERT Academic Publishing, Saarbrucken, Germany, 2016.
  • Chakraborty A., Modeling plant community ecological interactions in variable environment, ISBN: 978-3-659-90100-3, LAP LAMBERT Academic Publishing, Saarbrucken, Germany, 2016.
  • Lamba S., Bera S., Rashid M., Chakraborty A. (2016), Species interactions in variable environment: competition, facilitation, and functional niches. In: Sharma D, and Sharma KC ed. Climate change and environment, New India Publishing Agency, New Delhi, 87-110.
  • Bera S., Lamba S,  Rashid M, Sharma A, Medvinsky A, Acquiati C, Li B-L, Chakraborty A. (2016), Robust regulation of hepatic pericentral amination by glutamate dehydrogenase kinetics, Royal Society Integrative Biology 8(11): 1126-1132. (SCI, Impact Factor: 3.294, Citation: 01)
  • Kishor Ram (2016), Linear Stability of Equilibrium Points in the restricted three body problem with Perturbations, Journal of IAPS, 20(1): 1-16.
  • Tripathi J.P., Tyagi S., Abbas S. (2016), Global analysis of a delayed density dependent predator-prey model with Crowley-Martin type functional response, Communications in Nonlinear Science and Numerical Simulation, 30(1-3): 45-69. (SCI, Impact Factor: 3.181, Citation: 27)
  • Tripathi, J.P., Abbas S. (2016), Global dynamics of autonomous and nonautonomous SI epidemic models with nonlinear incidence rate and feedback controls, Nonlinear Dynamics, 86(1): 337-351. (SCI, Impact Factor: 4.339, Citation: 07)
  • Jana D., Tripathi, J.P., Impact of generalist type sexually reproductive top predator interference on the dynamics of a food chain model, International Journal of Dynamics and Control, 5(4): 999-1009. (Citation: 07)
  • Tripathi J.P. (2016), Almost periodic solution and global attractivity for a density dependent predator-prey system with mutual interference and Crowley-Martin response function, Differential Equations and, Dynamical Systems, 1-19. (Citation: 05)

  

DEPARTMENT OF MATHEMATICS

CENTRAL UNIVERSITY OF RAJASTHAN
NH-8, Bandar Sindri,
Dist-Ajmer-305817, Rajasthan [INDIA]

Email ID: hod.mathematics@curaj.ac.in
: +91-1463-238755