Dr.Bhaskar Bhaula : M.Sc.(Mathematics)-1987,M.Phil.,-
2006,Ph.D-2011.Worked as Associate Professor in the Dept. of
Maths ,SMIT from 1989-2012.Presently working as Associate
Professor in the Dept.of Mathematics,NIST.Number of papers
published (7) and presented in National/International conferences.
Permanent member of the professional bodies Orissa Mathematical
Society and ISTE.
Mr.M.Rajendra Kumar : M.Sc.(Mathematics)-
1992,M.Phil.,-1999.Woriking as Associate Professor in the Dept. of
Mathematics NIST since -2005.Participated in number o
 Buzacott, J.A. (1975) EOQ with inflation. OR
quarterly, 26, 553-558.
 Chang, H.J, Dye, C.Y. (1999) An EOQ model for
deteriorating items with time vary demand and partial
backlogging. Journal of OR Society, 50, 1176-1182.
 Chung, K.J, Lin, C.N, (2001). Optimal inventory
replenishment models for deteriorating items taking
account of time discounting. Computers and OR, 28,
 Chung-Yean, Dye, Liang-Yuhouyang, T.P.Hsieh
(2007). Inventory and pricing strategies for
deteriorating items with shortages under discounted
case flow approach. Computers and Industrial
Engineering 52, 29-40.
 Datta T.K, Pal A.K. (1990), Deterministic inventory
systems for deteriorating items with inventory-leveldependent
demand rate and shortages, opsearch 27,
 Datta T.K, Pal A.K. (1991). Effects on inflation and
time value of money on an inventory model with linear
time dependent demand rate and shortages. EJOR 52,
 Ghare P.M, Schrader G.F. (1963). A model for
exponential decaying inventory journal of Industrial
Engineering 14, 238-243.
 Gupta. R, Vrat. P, (1986). Inventory model for stockdependent
consumption rate. OPSEARCH 23, 326-333.
 Kuo-Lung Hou (2006). An inventory model for
deteriorating items with stock-dependent consumption
rate and shortages under inflation and time discounting.
EJOR (2006) 168, 463-474.
 Levin, R.I, McLaughlin, C.P., Lamone, R.P., Ktts, J.F.
(1972). Production/operations Management:
Contemporary Policy for Managing Operating Systems.
McGraw-Hill, New York.
 Mandal B.N, Phajdar S (1989). An inventory model for
deteriorating with stock-dependent consumption rate.
OPSEARCH 26, 43-46.
 Teng J.T, Chang H.J, Dye C.Y, Hung C.H (2002). An
optimal replenishment policy for deteriorating items
with time varying demand and partial backlogging O.R
 Vrat P, Padmanabhan G (1990). An inventory model
under inflation for stock dependent consumption rate items. Engineering costs and production Economics 19,
 Wee H.M, Law S.T (2001). Replenishment and pricing
policy for deteriorating items taking into account the
time value of money. Journal of production Economics