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Babita Tyagi

Mathematical modelling of stream DO–BOD accounting for settleable BOD and periodically varying BOD source
1999 · Babita Tyagi, Sunita Gakkhar, et al. · Environmental Modelling & Software · 35
Effect of inflation on a two-warehouse inventory model for deteriorating items with time varying demand and shortages
2017 · Ajay Singh Yadav, Babita Tyagi, et al. · International Journal of Procurement Management · 14
Inequalities For rational functions with prescribed poles
2018 · S. Hans, D. Tripathi, et al. · Journal of Interdisciplinary Mathematics · 10
Effect of inflation on a two-warehouse inventory model for deteriorating items with time varying demand and shortages
2017 · Anupam Swami, Sanjai Sharma, et al. · International Journal of Procurement Management · 10
Some Inequalities for the Derivative of Polynomials
2014 · Sunil Hans, Dinesh Tripathi, et al. · Journal of Mathematics · 9
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Two Warehouse Inventory Model with Ramp Type Demand and Partial Backordering for Weibull Distribution Deterioration
2016 · Ajay Singh, Babita Tyagi, et al. · International Journal of Computer Applications · 8
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Modeling of the Dissolved Oxygen in a River with Storage Zone on the Banks
2012 · Nitash Kaushik, Babita Tyagi, et al. · Applied Mathematics · 5
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Analysis of DO sag for Multiple Point Sources
2014 · Babita Tyagi, Sapna Aggarwal, et al. · Mathematical theory and modeling · 3
Modified scheme for one-dimensional BOD-DO models.
2009 · Babita Tyagi, Sunita Gakkhar, et al. · PubMed · 3
Polynomialization of the Models for Dissolved Oxygen Sag Parameters. Technical Note.
1995 · D S BHARGAVA, B TYAGI, et al. · Proceedings of the Institution of Civil Engineers - Water Maritime and Energy · 1
RETRACTED: On the derivative of a rational polynomial with prescribed poles
2021 · Di esh T., S. Hans, et al. · Journal of Mathematical Inequalities
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Two ware-house Fuzzy Inventory model for Deteriorating Items with Ramp Type Demand and Shortages
2018 · Babita Tyagi, Ajay Singh Yadav, et al. · International Journal of Inventory Control and Management
Inequalities Describing the Growth of Polynomials
2017 · Sunil Hans, Dinesh Tripathi, et al. · Nonlinear functional analysis and applications
Modeling biochemical oxygen demand in a river with scattered storage zones
2013 · N. Kaushik, B. Tyagi, et al. · Applied Mathematical Sciences
Enhanced One Dimensional Modeling for Predicting Concentration of BOD in rivers
2012 · Babita Tyagi, Ritu Kapoor, et al.
Polynomialized model for critical DO deficit.
2008 · Devendra S Bhargava, Babita Tyagi, et al. · PubMed
Studies on crystal growth and property evaluation of cadmium oxalate single crystals
2002 · Babita Tyagi
Numerical solution for DO transport equation
1994 · Babita Tyagi, Sunita Gakkhar, et al. · Indian Journal of Engineering and Materials Sciences
Works count: 18
Citation count: 98
H-index: 6
I10-index: 4
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