The problem of finding the projections of points on the sets of solutions of primal and dual problems of linear programming is considered. This problem is reduced to a single solution of the problem of minimizing a new auxiliary function, starting from some threshold value of the penalty ...
Given a vector c ∈ Rn, we compute a solution of min c x, x Ax = b, x ∈ K, (3) producing a feasible solution of (1). Primal–dual infeasible interior points are among the most efficient methods for solving general conic problems [35]. In this paper, we introduce and study an...
PPRPossible Points Remaining(sports scoring) PPRPMS Performance Rate PPRProblem Part Report PPRProduction Process Review PPRProject Proposal Review PPRPapago Population Register PPRPath-Protection Routing PPRPathfinder Planetary Rover PPRPhysical Progress Review ...
In this paper, we propose two inertial projection algorithms for finding a common solution of monotone variational inclusions and hierarchical fixed point problems of nonexpansive mappings. We obtain two strong convergence theorems under some suitable conditions in Hilbert spaces. In addition, we also gi...
Convergence theorems for equilibrium problems and fixed point problems of a finite family of asymptotically k-strictly pseudocontractive mappings in the in... Inhis paper, we introduceodified explicit iterative processorindingommon elementfheolutionsfn equilibrium problemndheetfommonixed pointsfiniteamilyf...
setof dimensionl−q. An affine set is the translation of a linear subspace (i.e., a plane crossing the origin) by aconstant vector; that is, it defines a plane in a general position. Thus,θncan lie anywhere in this affine set. From the infinite number of points lying in this ...
In cartography, map projection refers to the one-to-one correspondence between points on the surface of the earth and the points on the projection plane. The basic method of map projection is to use certain mathematical laws to express the latitude and longitude lines on the surface of the ea...
The point cloud data structure, as an array of points, can integrate multiple laser scans from multiple lidars and readings from the same lidar placed at different locations with time to produce a full 3D depth map. The stereo has RGB information in addition to the depth, and the images ...
In addition, because three points determine a plane, the three-membered ring of cyclopropane is necessarily flat; there is no possible out-of-plane distortion. On the other hand, as is described above, cyclohexane is quite flexible, with one energy-minimum chair form ring-flipping into another...
This result is completed by the study of the convergence rate of the algorithm, which depends on the geometrical properties of the function $L$ around its critical points. When specialized to $Q(x,y)=|x-y|^2$ and to $f$, $g$ indicator functions, the algorithm is an alternating ...