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
National/International conferences.
[1] Buzacott, J.A. (1975) EOQ with inflation. OR
quarterly, 26, 553-558.
[2] 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.
[3] Chung, K.J, Lin, C.N, (2001). Optimal inventory
replenishment models for deteriorating items taking
account of time discounting. Computers and OR, 28,
67-83.
[4] 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.
[5] Datta T.K, Pal A.K. (1990), Deterministic inventory
systems for deteriorating items with inventory-leveldependent
demand rate and shortages, opsearch 27,
167-176.
[6] 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,
326-333.
[7] Ghare P.M, Schrader G.F. (1963). A model for
exponential decaying inventory journal of Industrial
Engineering 14, 238-243.
[8] Gupta. R, Vrat. P, (1986). Inventory model for stockdependent
consumption rate. OPSEARCH 23, 326-333.
[9] 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.
[10] 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.
[11] Mandal B.N, Phajdar S (1989). An inventory model for
deteriorating with stock-dependent consumption rate.
OPSEARCH 26, 43-46.
[12] 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
Letter 30,387-393.
[13] Vrat P, Padmanabhan G (1990). An inventory model
under inflation for stock dependent consumption rate items. Engineering costs and production Economics 19,
379-383.
[14] 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
71,213-220.