Duality in multiple right hand choice linear fractional problems

In this paper the authors study a multiple right hand choice linear fractional programming problem of the form min{cx/dx•x≥0,Ax≥b} for some b∈B, where B is a finite subset of Rⁿ. A dual has been introduced to the above problem, weak and strong duality results are proved. Certain duality results have been studied for linear fractional programming problem with multiple right hand choice and multiple objective functions.