Hi, I am Uttam Kumar Khedlekar, My LiveDNA is 91.5089
Dr. Uttam Kumar Khedlekar
Highest Degree: Ph.D. in Mathematics from Sagar Central University, India
Institute: Sagar Central University, India
Area of Interest: Physical Science Engineering
  •   Mathematical Modeling
  •   Operations Research
  •   Inventory Control
  •   Real Analysis
URL: http://livedna.org/91.5089
My SELECTED Publications
1:   Khedlekar, U.K. and D. Shukla, 2013. Dynamic Pricing Model with Logarithmic Demand. Opsearch, 50: 1-13.
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2:   Khedlekar, U.K. and D. Shukla, 2013. EOQ model with shortage in beginning for deteriorating items. Indian J. Res., 2: 166-169.
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3:   Khedlekar, U.K. and D. Shukla, 2013. Simulation of economic production quantity model for deteriorating item. Am. J. Model. Optim., 1: 25-30.
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4:   Khedlekar, U.K., 2012. A Disruption Production Model with Exponential Demand. Int. J. Ind. Eng. Comput., 3: 607-616.
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5:   Khedlekar, U.K., D. Shukla and M.K. Yadav, 2013. Pricing policy with time and price dependent demand for deteriorating items. Eur. J. Math. Sci., 2: 341-351.
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6:   Khedlekar, U.K., D. Shukla and R.P.S. Chandel, 2012. Managerial efficiency with disrupted production system. Int. J. Oper. Res., 9: 141-150.
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7:   Khedlekar, U.K., D. Shukla and R.P.S. Chandel, 2013. Logarithmic inventory model with shortage for deteriorating items. Yugoslav J. Oper. Res., 23: 1-10.
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8:   Shukla, D. and U.K. Khedlekar, 2010. An order level inventory model with three-Component demand rate (TCDR) for newly launched deteriorating item. Int. J. Operations Res., 7: 61-70.
9:   Shukla, D., R.P.S. Chandel, U.K. Khedlekar and R.K. Agrawal, 2010. Multi-Items Inventory Model with Time Varying Holding Cost and Variable Deterioration. Can. J. Comput. Math. Nat. Sci. Eng. Med., 1: 223-227.
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10:   Shukla, D., U.K. Khedlekar and Bhupendra, 2009. An inventory model with three warehouses. Indian J. Math. Math. Sci., 5: 39-46.
11:   Shukla, D., U.K. Khedlekar, R.P.S. Chandel and S. Bhagwat, 2012. Simulation of Inventory Policy for Product with Price and Time Dependent Demand for Deteriorating Items. Int. J. Modell. Simul. Sci. Comput., 3: 1-30.