In this paper, the concept of ∂-quasiconvexity is introduced by using convexifactors. Mond-Weir-type and Schaible-type duals are associated with a multiobjective fractional programming problem, and various duality results are established under the assumptions of ∂-pseudoconvexity and ∂-quasiconvexity.

Fish migrate alongside the river in search of food, suitable hiding places and spawning grounds during various seasons periods their lives. Damming a with weir or other artificial dam disrupts these normal life processes even makes them impossible. The main way to overcome this problem is build fish passes. Passes are facilities that allow aquatic organisms up down through barriers such as thre...

In this paper, we are concerned with a nondifferentiable multiobjective programming problem with inequality constraints. We introduce four new classes of generalized convex functions by combining the concepts of weak strictly pseudoinvex, strong pseudoinvex, weak quasi invex, weak pseudoinvex and strong quasi invex functions in Aghezzaf and Hachimi [Numer. Funct. Anal. Optim. 22 (2001) 775], d-...

At high water stages, obstacles (submerged and particularly emerged vegetation) in the flood plains of a river contribute to the flow resistance and hamper the conveyance capacity. In particular the elevated vegetated parts are expected to play an important role. The objective of this research work is to determine the form drag due to vegetated oblique weir-like obstacles. Experiments have been...

Sedimentation upstream of a weir is common phenomenon, especially for river with high sedimentation. In the long term, this can lead to problems since discharge capacity will decrease due rise riverbed, as experienced in Bekasi Weir, West Java, Indonesia. The accumulated sediments increased up 1.5 m from its original riverbed decade. One easiest ways overcome issue return elevation actual by ma...