TY - JOUR
AU - Bera, Tuhin
AU - Mahapatra, Nirmal Kumar
TI - Generalised single valued neutrosophic number and its application to neutrosophic linear programming
PY - 2020/09/11
Y2 - 2024/11/10
JF - Neutrosophic Sets and Systems
JA - Neutrosophic Sets Syst.
VL - 25
SE - SI#1,2024: Neutrosophical Advancements And Their Impact on Research
UR - https://fs.unm.edu/nss8/index.php/111/article/view/174
SP - 85-103
AB - In this paper, the concept of single valued neutrosophic number (SV N-number) is presented in a generalized way. Using this notion, a crisp linear programming problem (LP -problem) is extended to a neutrosophic linear programming problem (NLP -problem). The coefficients of the objective function of a crisp LP -problem are considered as generalized single valued neutrosophic number (GSV N -number). This modified form of LP -problem is here called an NLP -problem. An algorithm is developed to solve NLP -problem by simplex method. Finally, this simplex algorithm is applied to a real life problem. The problem is illustrated and solved numericall
ER -