Abstract Solution appraisal, which has been realized on the basis of projections from true medium to solution, is an essential procedure in practical studies, especially computer tomography. The projection operator a linear problem or its approximation nonlinear resolution matrix for solution (or model). Practical applications can be used quantitatively retrieve resolvability medium, constraina...

33 A model predictive control (MPC) algorithm that differs from prior MPC algorithms has been developed for controlling an uncertain nonlinear system. This algorithm guarantees the resolvability of an associated finite-horizon optimal-control problem in a recedinghorizon implementation. Given a feasible solution to the finite-horizon optimal control problem at an initial time, resolvability imp...

33 A model predictive control (MPC) algorithm that differs from prior MPC algorithms has been developed for controlling an uncertain nonlinear system. This algorithm guarantees the resolvability of an associated finite-horizon optimal-control problem in a recedinghorizon implementation. Given a feasible solution to the finite-horizon optimal control problem at an initial time, resolvability imp...

The Cramér-Rao bound (CRB) for direction of arrival (DOA) estimation exploiting both auto-correlation and cross-correlation information within multiple frequencies the received array signals is derived. It provides a tighter than existing CRB dual-frequency scenario. For frequencies, it much lower its counterpart, also exists greater number sources, thereby validating that frequency pairs can i...

33 A model predictive control (MPC) algorithm that differs from prior MPC algorithms has been developed for controlling an uncertain nonlinear system. This algorithm guarantees the resolvability of an associated finite-horizon optimal-control problem in a recedinghorizon implementation. Given a feasible solution to the finite-horizon optimal control problem at an initial time, resolvability imp...

We introduce a ZFC method that enables us to build spaces (in fact special dense subspaces of certain Cantor cubes) in which we have ”full control” over all dense subsets. Using this method we are able to construct, in ZFC, for each uncountable regular cardinal λ a 0-dimensional T2, hence Tychonov, space which is μ-resolvable for all μ < λ but not λ-resolvable. This yields the final (negative) ...

This paper investigates the visual-inertial structure from motion problem. A simple closed form solution to this problem is introduced. Special attention is devoted to identify the conditions under which the problem has a finite number of solutions. Specifically, it is shown that the problem can have a unique solution, two distinct solutions and infinite solutions depending on the trajectory, o...

The concept of metric-related parameters permeates all graph theory and plays an important role in diverse networks, such as social computer biological networks neural networks. include incredible tool for analyzing the abstract structures An parameter is partition dimension a holding auspicious applications telecommunication, robot navigation geographical routing protocols. A fault-tolerant re...