Sentence examples for constrained split from inspiring English sources

We consider the Commodity constrained Split Delivery Vehicle Routing Problem (C-SDVRP), a routing problem where customers may request multiple commodities.

In this paper, we propose two strongly convergent algorithms which combines diagonal subgradient method, projection method and proximal method to solve split equilibrium problems and split common fixed point problems of nonexpansive mappings in a real Hilbert space: fixed point set constrained split equilibrium problems (FPSCSEPs) in real Hilbert spaces.

And the alienation, a phenomenon in which humans feel constrained, suppressed, split, feel meaningless about life, or empty in their heart occurs as a result of technological alienation (Xie and Zhang 2007; Li 2011).

By including Poecilia (subgenus Limia) outgroups in our analysis, we were able to add a calibration point constraining the split between P. (L).

This calibration point, which constrains the split of the pairs Abudefduf concolor/taurus and Abudefduf troschelli/saxatilis[ 41] was not used, because biogeographic information can be uncertain when constraining the age of species splits [ 62, 63].

The oldest known penguins (Sphenisciformes) were estimated at 60 61 Myr (Slack et al. 2006), which allows us to constrain the split between Sphenisciformes (penguins) and Procellariiformes (the "tube-nosed" seabirds: albatrosses and petrels) to be older than 62 Myr.

Constraining the split between Chytridiomycota and its sister clade to be 750 Ma, the approximate maximum age of plants with pectin in walls, we estimated the geological ages of fungi in our dataset using BEAST 2.1.3 (Bouckaert et al. 2014) and an uncorrelated log normal molecular clock.

where Ω is a closed convex subset of H 1 whose intersection with the solution set of the multiple-sets split feasibility problem is nonempty, and get a solution of the so-called constrained multiple-sets split feasibility problem x ∗ ∈ Ω  such that  x ∗  solves (1.1).

We have proposed two strongly convergent algorithms using a projected subgradient-proximal method for solving a fixed point set-constrained split equilibrium problem (operatorname{FPSCSEP}(f,C,T g,D,V)) in real Hilbert spaces in which the bifunction f is pseudomonotone on C with respect to its solution set, the bifunction g is monotone on D, and T and V are nonexpansive mappings.

Recently, Dinh, Son, and Anh [15] considered the following fixed point set-constrained split equilibrium problems (FPSCSEPs): text{find } x^in{C} text{ such that } textstylebegin{cases} x^in operatorname{Fix}T, f(x^,y geq{0},quad forall{ yin{C}}, u^=Ax^in operatorname{Fix}V, g u^,u geq{0},quad forall{uin{D}}.

The Taricha- Notophthalmus split was constrained to be at least 23 Ma (Taricha oligocenica from the upper Oligocene) [ 56].