Existence and survival of two competing species in a polluted environment: a mathematical model JB Shukla, AK Agrawal, B Dubey, P Sinha Journal of Biological Systems 9 (02), 89-103, 2001 | 68 | 2001 |

Modeling effects of primary and secondary toxicants on renewable resources JB Shukla, AK Agrawal, P Sinha, B Dubey Natural Resource Modeling 16 (1), 99-120, 2003 | 43 | 2003 |

Some mathematical models in ecotoxicology: Effects of toxicants on biological species JB Shukla, AK Agrawal Sadhana 24, 25-40, 1999 | 18 | 1999 |

Modeling the effect of toxicant on the deformity in a subclass of a biological species A Kumar, AK Agrawal, A Hasan, AK Misra Modeling Earth Systems and Environment 2, 1-14, 2016 | 12 | 2016 |

Effects of two or more toxicants on a biological species: a non linear mathematical model and its analysis AK Agrawal, P Sinha, B Dubey, JB Shukla Mathematical analysis and applications. Narosa Publishing House, New Delhi …, 2000 | 11 | 2000 |

A MODEL FOR THE ADVERSE EFFECT OF TWO TOXICANTS CAUSING DEFORMITY IN A SUBCLASS OF A BIOLOGICAL SPECIES AK Agarwal, AW Khan, AK Agrawal International Journal of Pure and Applied Mathematics 110 (3), 447-462, 2016 | 10* | 2016 |

Effect of a toxicant on a biological population causing severe symptoms on a subclass AK Agrawal, JB Shukla South Pacific Journal of Pure and Applied Mathematics 1 (1), 12-27, 2012 | 10 | 2012 |

The effect of an external toxicant on a biological species in case of deformity: a model AK Agarwal, AW Khan, AK Agrawal Modeling Earth Systems and Environment 2, 1-8, 2016 | 8 | 2016 |

A mathematical model for chemical defense mechanism of two competing species B Dubey, JB Shukla, S Sharma, AK Agarwal, P Sinha Nonlinear Analysis: Real World Applications 11 (2), 1143-1158, 2010 | 8 | 2010 |

Effects of Toxicants on Biological Species: Some non-linear mathematical models and their analyses AK Agrawal Ph. D. Thesis, Department of Mathematics, IIT Kanpur, INDIA, 1999 | 8 | 1999 |

A mathematical modeling of two phase hepatic mean blood flow in arterioles during liver cirrhosis A Kumar, V Upadhyay, AK Agrawal, PN Pandey International Journal of Applied Research 3 (7), 506-507, 2017 | 6 | 2017 |

A contraction mapping method in digital image processing A Mishra, PK Tripathi, AK Agrawal, DR Joshi International Journal of Recent Technology and Engineering 8, 193-196, 2019 | 5 | 2019 |

A Non-Newtonian Mathematical Model On The Two-Phase Renal Mean Blood Flow In Renal Arterioles With Special Reference To Diabetes CV Harish, AK Agrawal, PN Pandey International Journal of Engineering and Innovative Technology (IJEIT) 0 vol …, 2014 | 5 | 2014 |

Common fixed point under Jungck contractive condition in a digital metric space A Mishra, PK Tripathi, AK Agrawal, DR Joshi J. Math. Comput. Sci. 11 (3), 3067-3079, 2021 | 4 | 2021 |

A probabilistic approach in modeling the growth of cell population A Mishra, PK Tripathi, AK Agrawal, DR Joshi TEST Eng. Manage 83, 737-742, 2020 | 4 | 2020 |

A Study of Mathematical of two phase pulmonary blood flow in Lungs with special reference to Asthma MK Srivastava, V Upadhyay, AK Agrawal, PN Pandey International Journal of Engineering Research and Development 4 (1), 81-87, 2012 | 4 | 2012 |

Some fixed point theorems for expansion mappings AK Agrawal, P Chouhan Jnanabha 35, 197-199, 2005 | 4 | 2005 |

Modeling and stability of reprotoxin’s effect on dynamical behavior: a real-life application AK Agrawal, C Singh, AK Agarwal, PK Tripathi Modeling Earth Systems and Environment 6, 273-284, 2020 | 3 | 2020 |

A Mathematical model on two-phase hepatic systolic blood flow in hepatic arteriols with special reference to Hepatitis B O Prakash, V Upadhyay, AK Agrawal, PN Pandey International Journal ofApplied Research 1 (8), 318-323, 2015 | 3 | 2015 |

A mathematical model on the two–phase hepatic blood fl ow in arteriols with special refrence to hepatitis B O Prakash, V Upadhyay, AK Agrawal, PN Pandey Inter J Engineer Res Develop 9 (2), 57-62, 2013 | 3 | 2013 |