Mathematical Programming Is the Use of Mathematical Models, Such As Optimising Models, To
Help People Make Decisions. the Term Programming Means Making a Plan For What You're Going to Do. If
You're Working on a Math Problem, You're Trying to Find the Best Way to Solve a Problem. You Have to Keep
Certain Things In Mind When You Do This This Is a Type of Decision-Making Problem Called a Mathematical
Programming Problem. In This Type of Problem, Preferences Between Alternatives Are Described By An
Objective Function That Is Defined on the Set of Alternatives In a Way That Greater (Or Smaller) Values of This
Function Correspond to More Preferable Alternatives. Values of the Objective Function Show What Happens
If You Choose One or Another Option Over the Other. In any Case, the Results of an Analysis Using a Given
Formulation of the Mathematical Programming Problem Depend a Lot on How Well It Is Written. some Of
The Things That Make Up Real Systems or a Process Are Shown In the Description of the Objective Function
And the Constraints. In an Intermediate and Flexible Way, Experts' Understanding of the Nature of The
Parameters Could Be Represented In the Model As a Fuzzy Set of Their Possible Values. This Way, The
Model Could Be More Flexible. New Types of Mathematical Programming Problems Are Created When Fuzzy
Parameters Are Used. to Solve These New Types of Problems, Fuzzy Set Theory Tools Must Be Used In A
Consistent Way When They Are Used. This Is How We Get a New Type of Mat ...