 | 2011 |
|---|
| 28 |       | Anupam Ojha,
Shyamal Kr. Mondal,
Manoranjan Maiti:
Transportation policies for single and multi-objective transportation problem using fuzzy logic.
Mathematical and Computer Modelling 53(9-10): 1637-1646 (2011) |
| 2010 |
|---|
| 27 | | Partha Guchhait,
Manas Kumar Maiti,
Manoranjan Maiti:
Multi-item inventory model of breakable items with stock-dependent demand under stock and time dependent breakability rate.
Computers & Industrial Engineering 59(4): 911-920 (2010) |
| 26 | | Anirban Saha,
Arindam Roy,
Samarjit Kar,
Manoranjan Maiti:
Inventory models for breakable items with stock dependent demand and imprecise constraints.
Mathematical and Computer Modelling 52(9-10): 1771-1782 (2010) |
| 2009 |
|---|
| 25 | | Arindam Roy,
Kalipada Maity,
Samarjit Kar,
Manoranjan Maiti:
A production-inventory model with remanufacturing for defective and usable items in fuzzy-environment.
Computers & Industrial Engineering 56(1): 87-96 (2009) |
| 24 | | Sova Pal,
Manas Kumar Maiti,
Manoranjan Maiti:
An EPQ model with price discounted promotional demand in an imprecise planning horizon via Genetic Algorithm.
Computers & Industrial Engineering 57(1): 181-187 (2009) |
| 23 | | K. Maity,
Manoranjan Maiti:
Optimal inventory policies for deteriorating complementary and substitute items.
Int. J. Systems Science 40(3): 267-276 (2009) |
| 22 | | Debdulal Panda,
Manoranjan Maiti:
Multi-item inventory models with price dependent demand under flexibility and reliability consideration and imprecise space constraint: A geometric programming approach.
Mathematical and Computer Modelling 49(9-10): 1733-1749 (2009) |
| 2008 |
|---|
| 21 | | D. Sadhukhan,
Biswajit Mondal,
Manoranjan Maiti:
Discrete age-structured population model with age dependent harvesting and its stability analysis.
Applied Mathematics and Computation 201(1-2): 631-639 (2008) |
| 20 | | K. Maity,
Manoranjan Maiti:
A numerical approach to a multi-objective optimal inventory control problem for deteriorating multi-items under fuzzy inflation and discounting.
Computers & Mathematics with Applications 55(8): 1794-1807 (2008) |
| 19 | | Debdulal Panda,
Samarjit Kar,
Manoranjan Maiti:
Multi-item EOQ model with hybrid cost parameters under fuzzy/fuzzy-stochastic resource constraints: A geometric programming approach.
Computers & Mathematics with Applications 56(11): 2970-2985 (2008) |
| 18 | | Jayanta Kumar Dey,
Shyamal Kumar Mondal,
Manoranjan Maiti:
Two storage inventory problem with dynamic demand and interval valued lead-time over finite time horizon under inflation and time-value of money.
European Journal of Operational Research 185(1): 170-194 (2008) |
| 17 | | Debdulal Panda,
Samarjit Kar,
K. Maity,
Manoranjan Maiti:
A single period inventory model with imperfect production and stochastic demand under chance and imprecise constraints.
European Journal of Operational Research 188(1): 121-139 (2008) |
| 2007 |
|---|
| 16 | | Biswajit Mondal,
Asoke Kumar Bhunia,
Manoranjan Maiti:
Optimal two-species harvesting policy with price and size (biomass) of the fish population dependent catch rate function.
Applied Mathematics and Computation 187(2): 600-608 (2007) |
| 15 | | Manas Kumar Maiti,
Manoranjan Maiti:
Determination of withdrawal schedule in single-species cultivation via genetic algorithm.
Applied Mathematics and Computation 188(1): 322-331 (2007) |
| 14 | | Barun Das,
Manoranjan Maiti:
An application of bi-level newsboy problem in two substitutable items under capital cost.
Applied Mathematics and Computation 190(1): 410-422 (2007) |
| 13 | | K. Maity,
Manoranjan Maiti:
Possibility and necessity constraints and their defuzzification - A multi-item production-inventory scenario via optimal control theory.
European Journal of Operational Research 177(2): 882-896 (2007) |
| 12 | | Manas Kumar Maiti,
Manoranjan Maiti:
Two-storage inventory model with lot-size dependent fuzzy lead-time under possibility constraints via genetic algorithm.
European Journal of Operational Research 179(2): 352-371 (2007) |
| 11 | | Manas Kumar Maiti,
Manoranjan Maiti:
Two storage inventory model in a mixed environment.
FO & DM 6(4): 391-426 (2007) |
| 10 | | K. Maity,
Manoranjan Maiti:
Necessity constraint in two plant optimal production problem with imprecise parameters.
Inf. Sci. 177(24): 5739-5753 (2007) |
| 9 | | Amit Kumar Maity,
K. Maity,
Shyamal Kumar Mondal,
Manoranjan Maiti:
A Chebyshev approximation for solving the optimal production inventory problem of deteriorating multi-item.
Mathematical and Computer Modelling 45(1-2): 149-161 (2007) |
| 8 | | Arindam Roy,
Manas Kumar Maiti,
Samarjit Kar,
Manoranjan Maiti:
Two storage inventory model with fuzzy deterioration over a random planning horizon.
Mathematical and Computer Modelling 46(11-12): 1419-1433 (2007) |
| 7 | | Barun Das,
K. Maity,
Manoranjan Maiti:
A two warehouse supply-chain model under possibility/ necessity/credibility measures.
Mathematical and Computer Modelling 46(3-4): 398-409 (2007) |
| 2006 |
|---|
| 6 | | Nirmal Kumar Mandal,
Tapan Kumar Roy,
Manoranjan Maiti:
Inventory model of deteriorated items with a constraint: A geometric programming approach.
European Journal of Operational Research 173(1): 199-210 (2006) |
| 5 | | Manas Kumar Maiti,
Manoranjan Maiti:
Fuzzy inventory model with two warehouses under possibility constraints.
Fuzzy Sets and Systems 157(1): 52-73 (2006) |
| 2005 |
|---|
| 4 | | Jayanta Kumar Dey,
Samarjit Kar,
Manoranjan Maiti:
An interactive method for inventory control with fuzzy lead-time and dynamic demand.
European Journal of Operational Research 167(2): 381-397 (2005) |
| 3 | | Nirmal Kumar Mandal,
Tapan Kumar Roy,
Manoranjan Maiti:
Multi-objective fuzzy inventory model with three constraints: a geometric programming approach.
Fuzzy Sets and Systems 150(1): 87-106 (2005) |
| 2 | | Manas Kumar Maiti,
Manoranjan Maiti:
Production policy for damageable items with variable cost function in an imperfect production process via genetic algorithm.
Mathematical and Computer Modelling 42(9-10): 977-990 (2005) |
| 2004 |
|---|
| 1 | | K. Das,
Tapan Kumar Roy,
Manoranjan Maiti:
Multi-item stochastic and fuzzy-stochastic inventory models under two restrictions.
Computers & OR 31(11): 1793-1806 (2004) |
Data released under the ODC-BY 1.0 license — See also our legal information page