American Journal of Computational and Applied Mathematics

American Journal of Computational and Applied Mathematics is a peer-reviewed international journal. This journal publishes significant research papers from all branches of applied mathematical and computational sciences. It publishes original papers of high scientific value in all areas of computational and applied mathematics.


Om Prakash Misra

Editorial Board Member of American Journal of Computational and Applied Mathematics

Professor, School of Mathematics and Allied Sciences, Jiwaji University, India

Research Areas

Mathematical Modelling in Ecotoxicology, Mathematical Modelling In Population and Community Ecology, Mathematical Modelling of Infectious and Communicable Diseases Mathematical Modelling in Soil-Plant Dynamics

Education

Ph.DI.I.T., Kanpur
M.ScAllahabad University

Experience

2006Professor, School of Mathematics and Allied Sciences, Jiwaji University, Gwalior

Membership

Life Member of Computer Society of India
Life Member of Gwalior Academy of Mathematical Sciences
Life Member of Mathematical Society, B.H.U
Member of Advisory Board of the Jai Institute of Nursing, Gwalior
Member of Advisory Board of the V.I.S.M., Gwalior
Life Member of Indian Society for Mathematical Modelling and Computer Simulation, (ISMMACS)
Life Member of Bio-mathematical Society of India (BSI)Life Member of International Academy of Physical Sciences (IAPS)

Publications: Conferences/Workshops/Symposiums/Journals/Books

[1]  J.B. Shukla, V.N. Pal and O.P. Misra, Effects of Population and Industrialization on the Degradation of Biomass and its Regeneration by Afforestation: A Mathematical Model, Journal of Biomathematics, Vol. 3 No. 1, 1988.
[2]  J.B. Shukla, O.P. Misra, S. Gakkhar and M. Agarwal, Effects of Ecological and Environmental Gradient on the Coexistence of Interacting Species, Mathematical and Computer Modeling, Vol. 11, 1988.
[3]  J.B. Shukla, O.P. Misra, M. Agrawal and A. Shukla,Effects of Pollution and Industrial Development on the Degradation of Biomass Resource: A Mathematical Model with Reference to Doon Valley, Mathematical and Computer Modeling, Vol. 11, 1988.
[4]  J.B. Shukla, M. Agrawal, A. Shukla and O.P. Misra, Environmental Effects on Marine Ecosystem: A Mathematical Model, Proceedings of Interdisciplinary Conference on Natural Resource Modelling and Analysis, Sep. 29-Oct. 1, 1988, Halifax, Nova Scotia, Canada.
[5]  J.B. Shukla, H.I. Freedman, V.N. Pal, O.P. Mishra, M.Agrawal and A. Shukla, Degradation and Subsequent Regeneration of a Forestry Resource: A Mathematical Model, Ecological Modelling, Vol. 44, 1989.
[6]  O.P. Misra and V.P. Saxena, Effects of Environmental Pollution on the Growth and Existence of Biological Populations: Modelling and Stability Analysis, Indian Journal of Pure and Applied Mathematics, Vol. 22, No. 10, 1991.
[7]  V.P. Saxena, O.P. Misra, Praveen M. Saxena and A. Shrivastava,A Finite Element Approach to the Problems of Dispersion of CO from an Area Source with Variable Reaction Rate, Asian Journal of Experimental Sciences, Vol. 6, No. 1 & 2, 1992.
[8]  V.P. Saxena, A. Juneja and O.P. Misra, Analysis of SIR Epidemic Model in Heterogeneous Population, Journal of Biological Systems, Vol. 1, No. 1, 1993.
[9]  O.P. Misra, V.P. Saxena and Harendra Singh,Effects of the Dynamics of Parasite Population Growth and Active Immunity on the Growth of Infection: A Model, Proceedings of National Academy of Sciences, India, Sec. A, Vol. 63, Part II, 1993.
[10]  V.P. Saxena, O.P. Misra and A. Shrivastava, Effects of Variable Diffusivity and Reaction Rate on the Dispersion of Air Pollutant from an Area Source, Proceedings of the Second Annual Conference of Indian Society of Industrial and Applied Mathematics, February 23-25, 1994, Madras, India.
[11]  O.P. Misra and Virendra K. Shrivastava, Long Term Responses of E-Vaginatum to Climate Change: A Mathematical Model, Current Trends in Biomedical Engineering, Eds. S. Radha Krishnan and M. Ramasubba Reddy, Allied Publishers, 1996.
[12]  O.P. Misra and H.P. S. Chauhan, Dynamics of the Spread of Communicable Diseases in Age Structured Population: A Mathematical Model, Advances in Biomechanics, ed. K.R. Pardasani, 1998.
[13]  Poonam Sinha, O.P. Misra, and V.P. Saxena, Mathematical Study of a Three Species Prey-Predator System in a Three Patch Habitat, Advances in Biomechanics, ed. K.R.Pardasani, 1998.
[14]  K.K. Sharma, R.Jain, and O.P. Misra, Stability Analysis of the Effect of Poaching on a Three Species Interacting System with Mutualism and Competition, Advances in Biomechanics, ed. K.R.Pardasani, 1998.
[15]  V.P. Saxena, O.P. Misra and P.Sinha, On the Stability of Egg-Eating Predator-Prey system with Age Structured Predator Population, Indian J. Pure & Appl. Math. 29(9), 1998.
[16]  O.P. Misra and B.P.S. Jadon, Stability of System of Two Competing Species with Convective and Dispersive Migration in a Heterogeneous Habitat, Proceedings of National Academy of Sciences, 69 (A), II, 1999.
[17]  O.P. Misra, B.P.S. Jadon, and A.K. Saxena, Mathematical Study of the Effects of Chemical Transformation of Toxicants on Single Species Population: A Qualitative Approach, Proceedings of National Academy of Sciences, 70(A), III, 2000.
[18]  O.P. Misra and H.P.S. Chauhan, A SIRS Mathematical Model with Variable Susceptibility for Two Groups of Population, Applications and Teaching of Mathematics for Engineers and Scientists, Allied Publishers Pvt. Limited, New Delhi, 2002.
[19]  R.Jain, O.P. Misra, and K.K. Sharma, Stability Analysis of a Resource Based Competing Species System, Indian Journal of Pure and Applied Mathematics, 33(11), 2002.
[20]  O.P. Misra, Modelling Exploitation and Conservation of a Forestry Resource with Size-Specific Harvesting under Pollution Stress, Proceedings of the Mathematical Society, B.H.U., vol.18, 2002.
[21]  O.P. Misra, S.K.S. Rathore and Y.N. meitei, A Mathematical Model for the Survival or Extinction of Resource Dependent Species under Pollution Stress and Industrialization Pressure, Proceedings of the Mathematical Society, B.H.U., vol.19, 2003.
[22]  O.P. Misra, and Y.N. Meitei, Modelling Combined Effects of Acid and Metal on the Survival of Resource-Based Aquatic Population, Proc. of Math. Soc. B.H.U. Vol 20,2004.
[23]  O.P. Misra, Poonam Sinha and S.K.S. Kushwah, Mathematical Study of the Effect of Toxicant on a Prey-Predator Species System in a Two-Patch Habitat, Proc. of Math. Soc. B.H.U., Vol.20, 2004.
[24]  O.P. Misra, B.P.S. Jadon and Y.N. Meitei, Model for the Effect of Degrading Habitat on the Existence of Resource-Based Single Species System, Differential Equations and Dynamical Systems, Ed.-D.Bahuguna, Narosa Publishing House, New Delhi,2005.
[25]  O.P. Misra and Poonam Sinha, Effect of a Diffusive Predator Species on the Dynamics of Two Species-System with Mutualistic Interaction: A Model, Proc. of Math. Soc.B.H.U.,Vol. 21, 2005.
[26]  O.P. Misra, Y.N. Meitei, V.K. Chaturvedi and S.K.S. Rathore, Effect of Age-Based Vaccination Policy on the Dynamics of Delay Epidemic Models, Mathematical Biology Recent Trends, Eds. P. Chandra & B.V. Rathish Kumar, Anamaya Publishers, New Delhi, 2006.
[27]  O.P.Misra, P.Sinha, and S.K.S. Rathore, Effect of Air Pollution on the Growth Dynamics of Plant-Herbivore System: A Mathematical Model, Research Hunt, Vol.1, Issue-1, 2006.
[28]  O.P.Misra and P.Sinha, Effect of Pollution on the Photosynthate Partitioning during Plant Growth : A three Compartment Model, Research Hunt, Vol. 2 Issue 2., 2007.
[29]  R. Vishnoi and O.P.Misra, Combined Effect of a Toxicant and an Infectious Disease on Existence of a Fishery Resource undergoing Age specific Harvesting, GAMS Journal of Mathematical Biosciences, Vol. 3, No.1, 2007.
[30]  O.P.Misra, P.Sinha and S.K.S.Rathore, Effect of Polluted Soil on the Growth Dynamics of Plant-Herbivore System: A Mathematical Model, Proc. Nat. Acad. Sci. India, 78(A), II, 2008.
[31]  P.Sinha, O.P.Misra and V.P.Saxena, Stability Analysis of a Prey-Predator Model Incorporating Age Based Predation, GANITA, 2008.
[32]  S.Sinha, O.P.Misra and J.Dhar, Study of a Prey-Predator Dynamics under the Simultaneous Effect of Toxicant and Disease, The J. Nonlinear Sci. Appl., Vol. 1, No. 2, 2008.
[33]  Swati Khare, O.P. Misra and J. Dhar, Effect of Soil Pollutant on the Plant-Herbivore Interacting System Incorporating Nutrient Cycling: A Mathematical Model, Journal of Scientific Research, Vol. 53, 2009.
[34]  S.Sinha, O.P.Misra and J.Dhar, A Two Species Competition Model under the Simultaneous effect of Toxicant and Disease, Nonlinear Analysis: Real World Applications, Vol. 11, 2010.
[35]  O.P.Misra and D.K.Mishra, Modelling the Effect of Booster Vaccination on the Transmission Dynamics of Diseases that Spread by Droplet Infection, Nonlinear Analysis: Hybrid Systems, Vol. 3, 2009.
[36]  Swati Khare, O.P. Misra and J. Dhar, Dynamical Behavior of a Plant-Herbivore System with Nutrient Cycling in a Polluted Habitat, Applied Mathematical Sciences, Vol. 4, no.15, 2010.
[37]  Sudipa Sinha, O.P. Misra and J. Dhar, Modelling a Predator-Prey System with Infected Prey in Polluted Environment, Applied Mathematical Modelling, Vol.34, 2010.
[38]  Swati Khare, O.P. Misra and J. Dhar, Role of Toxin Producing Phytoplankton on a Plankton Ecosystem, Nonlinear Analysis: Hybrid Systems, Vol. 4, 2010.
[39]  O.P.Misra, D.K.Mishra and H.P.S.Chauhan, Transmission of Infectious Diseases by Droplet Infection and their Control by Age Specific Immunization: A Delay Model, Journal of Scientific Research, B.H.U., Varanasi, Vol.54, 2010.
[40]  Swati khare, O.P.Misra and Preety Kalra, Effects of Toxicant on the Existence Single Species System: AModel, Proc. of Math. Soc. B.H.U Vol.25 (2009)..
[41]  O.P.Misra and Anita Chaturvedi, Combined Effects of Acid and Metal on Resource Based Interacting Aquatic Species System to appear in The Journal Of The Indian Academy Of Mathematics Vol. 33 No.1 (2011).
[42]  O.P.Misra and Anita Chaturvedi, Modelling Effect of Eutrophication on the Survival of Fish Population Incorporating Nutrient Recycling, to appear in the Journal of International Academy of Physical Sciences Vol. 14 (2010).
[43]  Swati Khare, O.P.Misra,and J. Dhar, Effect of Environmental Pollutant on a Detritus Prey-Predator System, Bulletin of the Allahabad Mathematical Society, Vol. 26, part 1, 2011.
[44]  O.P.Misra, Preety Kalra, S.K.S. Rathore and P.Sinha, Effect of Increasing Temperature due to Depletion of Ozone Layer Caused by CFC on the Dynamics of two Competing Populations : A Model, Journal of Applied Mathematics and Computing, Published online 19 March, (2011) Springer.
[45]  O.P. Misra and Parmod Kushwah, Effect of Exotic Population on a Resource Based Native Population : A Model, Proceedings of the Mathematical Society, B.H.U., Accepted.
[46]  Swati Khare, O.P. Misra, Chhatrapal Singh and J.Dhar, Role of Delay on Planktonic Ecosystem in the Presence of a Toxic Producing Phytoplankton, International Journal of Differential Equations, Accepted.
[47]  O.P.Misra and Preety Kalra, The Study of Increasing Environmental Temperature on the Dynamical Behaviour of a Prey-Predator System: A Model, World Academy of Science, Engineering and Technology, Issue 80, 2011.
[48]  Modeling Effects of Toxicant on Egg-Eating Predator-Prey Systems, National Research Seminar on Mathematics, March, 6-7, 1995 Govt. Science College Gwalior, India.
[49]  A SIRS Mathematical Model with Variable Susceptibility for Two Groups of Populations, 6th Annual Conference of Vijnana Parishad of India, Dec. 26-28, 1996,B.I.E.T, Jhansi, India.
[50]  Changing Habitat Niches and Survival of Populations: A Model, 7th Annual Conference of Vijnana Parishad of India, Oct. 24-26, 1997, H.B.T.I., Kanpur, India.
[51]  Dynamics of the Spread of Communicable Diseases in Age Structured Population: A Mathematical Model, 6th National Conference on Biomechanics, January 14-16, 1998, M.A.C.T., Bhopal, India.
[52]  Effect of Degrading Habitat on the Existence of Resource Based Single Species System, National Seminar on Computer Applications with Special Reference to Numerical, Analytical Methods, Operations Research and Bio-Mathematics, Sept 18-19,1998, Govt. Autonomous Science College, Gwalior.
[53]  Existence of Prey-Predator Species System under Warming Climate Due to the Emission of Green House Gases, Fourth Annual Conference of Gwalior Academy of Mathematical Sciences and Symposium on Mathematical Modelling and Computer Applications in High Altitude Physiological Problems with Special Reference to Defense, July 31, 1999, Defense R & D Establishment, Gwalior.
[54]  Mathematical Study of SEIR Epidemic Models in Classified Population with Immunity Dependent Variable Mean Latent Period, Third Annual conference of International Academy of Physical Sciences, Dec 17-19, 1999, University of Allahabad,Allahabad.
[55]  Mathematical Study of Sexually Transmitted Diseases Including AIDS in Structured and Heterogeneous Population, MOIT-MDM 2000, Jan., 14-16, 2000, Bundelkhand University, Jhansi.
[56]  Modelling Effect of Toxicant on Three Interacting Species in a Food Chain System, 5th Annual Conference of Gwalior Academy of Mathematical Sciences, May 21, 2000, Govt. P.G. College, Guna (M.P.).
[57]  Mathematical Study of Communicable Diseases with Temporary-Immunity & Migration in Heterogeneous Population, 6th Annual Conference of Gwalior Academy of Mathematical sciences, Feb, 25,2001,Jiwaji University, Gwalior.
[58]  Model for the Effect of Degrading Habitat on the Persistence of Resource Based Single Species System, International Conference on Current Trends in Differential Equations and Dynamical Systems, I.I.T. Kanpur, December 15-17, 2001.
[59]  Modelling Exploitation and Conservation of a Forestry Resource with Size-Specific Harvesting under Pollution Stress, 18th Annual Conference of the Mathematical Society, Banaras Hindu University, Varanasi, December 29-30, 2002.
[60]  A Mathematical Model for the Survival or Extinction of Resource Dependent Species under Pollution Stress and Industrialization Pressure, 19th Annual Conference of the Mathematical Society, Banaras Hindu University, Varanasi, December 26-27, 2003.
[61]  A Model for the Effects of Primary and Secondary Toxicants on a Prey-Predator Species System Incorporating Environmental and Food Chain Modes of Exposure, International Conference on Mathematical Biology, I.I.T. Kanpur, February 19-21, 2004.
[62]  Effect of Age-Based Vaccination Policy on The Dynamics of Delay Epidemic Model, International Conference on Mathematical Biology, I.I.T. Kanpur, February 19-21, 2004.
[63]  Modelling Effects of Toxicant in a Plant-Herbivore System Incorporating Non-Linear Dose Response Relationship, 10th Annual Conference of Vijnana Parishad of India, M.A.N.I.T., Bhopal, May17-19, 2004.
[64]  Mathematical Study of the Effect of Toxicant on Single Species Aquatic Population in a three Compartment Aquatic Ecosystem, 10th Annual Conference of Vijnana Parishad of India, M.A.N.I.T., Bhopal, May17-19, 2004.
[65]  Stability Analysis of a Prey-Predator Model Incorporating Age-Based Predation, 10th Annual Conference of Vijnana Parishad of India, M.A.N.I.T., Bhopal, May17-19, 2004.
[66]  Mathematical Study of the Effect of Toxicant on a Prey-Predator Species System in a Two Patch Habitat, 20th annual conference of the Mathematical Society, Banaras Hindu University, Varanasi, Jan.10-11, 2005.
[67]  Effect of a Diffusive Predator Species on the Dynamics of two Species System with Mutualistic Interaction. A Model, 21st Annual Conference of the Mathematical Society, B.H.U., Varanasi,Jan 23-24, 2006.
[68]  Modelling Effects of Elevated Temperature on Account of Green house Gases on the Existence of two Competing Species System, International Conference on Mathematical Modelling and Computer Simulation, The LNM Institute of Information Technology, Jaipur, December 12-15, 2006.
[69]  Dynamical Study of Prey-Predator System under the Simultaneous Effects of Toxicant and Disease, 12th Annual Conference of Gwalior Academy of Mathematical Sciences (GAMS) and All India Symposium on Computational Biology, Maulana Azad National Institute of Technology, Bhopal, April 6-8, 2007.
[70]  Transmission and Control of Japanese Encephalitis: A Mathematical Model, 74th Annual Conference of Indian Mathematical Society, University of Allahabad, December 27-30, 2008.
[71]  Mathematical Study of SVIR Model for the Spread of Infectious Disease and its Control by Vaccination, 2nd National Conference on Computational Mathematics and its Application to Engineering and Biological Systems, GEC, Gwalior, 15th May, 2010.