Optimal Control with Fuzzy Chance Constraints

\bibitem{}
D. Chakraborty, {\it Redefining chance-constrained programming in
fuzzy environment}, FSS, {\bf 125} (2002), 327-333.
\bibitem{}
 A. Charns and W. Cooper, {\it Chance constrained programming}, Management Science,
{\bf 6 } (1959), 73-79.
\bibitem{}
D. Dubois and H. Prade, {\it Ranking fuzzy numbers in the setting of
possibility theory}, Information sciences, {\bf 30} (1983),
183-224.
\bibitem{}
N. Javadin, Y. Maali and N. Mahdavi-Amiri, {\it Fuzzy linear
programming with grades of satisfaction in constraints}, Iranian
Journal of Fuzzy Systems, {\bf 6(3)} (2009), 17-35.
\bibitem{}
H. Kuakernaak, {\it Fuzzy random variables, definitions and
theorems}, Information Sciences, {\bf 15} (1978), 1-29.
\bibitem{}
 B. Liu, {\it Fuzzy random chance-constrained programming}, IEEE Transactions on
Fuzzy Systems, {\bf 9(5)} (2001), 713-720.
\bibitem{}
 B. Liu, {\it Fuzzy random dependent-chance programming}, IEEE Transactions on
Fuzzy Systems, {\bf 9(5)} (2001), 721-726.
\bibitem{}
M. K. Maiti and M. Maiti, {\it Fuzzy inventory model with two
warehouses under possibility constraints}, FSS, {\bf 157} (2006),
52-73.
\bibitem{}
K. Maity and M. Maiti, {\it Possibility and necessity constraints and
their defuzzification- a multi-item production-inventory
scenario via optimal control theory}, European Journal of
Operational Research, {\bf 177} (2007), 882-896.
\bibitem{}
L. S. Pontryagin and et al., {\it The mathematical theory of optimal
process}, International Science, New York, 1962.
\bibitem{}
S. Ramezanzadeh, M. Memriani and S. Saati, {\it Data envelopment
analysis with fuzzy random inputs and outputs: a
chance-constrained programming approach}, Iranian Journal of Fuzzy
Systems, {\bf 2(2)} (2005), 21-31.
\bibitem{}
M. R. Safi, H. R. Maleki and E. Zaeimazad, {\it A note on the
zimmermann method for solving fuzzy linear programming problems},
Iranian Journal of Fuzzy Systems, {\bf 4(2)} (2007), 31-45.
\bibitem{}
E. Shivanian, E. Khorram and A. Ghodousian, {\it Optimization of
linear objective function subject to fuzzy relatin inequalities
constraints with max-average composition}, Iranian Journal of
Fuzzy Systems, {\bf 4(2)} (2007), 15-29.